Here are some number reasoning questions for practice:
Example 1: Odd One Out
Question:
Which of the following numbers is the odd one out?
17, 29, 39, 41, 53
Solution:
The odd one out is 39.
All other numbers are prime numbers, but 39 is divisible by 3 and 13.
Example 2: Series Completion
Question:
Find the next number in the series:
2, 4, 8, 16, 32, __?
Solution:
The numbers are multiplying by 2 each time.
So, the next number is 64.
Example 3: Number Pattern
Question:
What comes next in the series:
3, 6, 12, 24, __?
Solution:
Each number is doubling.
So, the next number is 48.
Example 4: Missing Number
Question:
What number should replace the question mark?
7, 14, 28, ?, 112
Solution:
The numbers are doubling.
So, the missing number is 56.
Example 5: Difference Pattern
Question:
Find the next number in the sequence:
5, 10, 20, 40, 80, __?
Solution:
The difference between each number is multiplying by 2.
So, the next number is 160.
Example 6: Number Relationship
Question:
If 5 + 3 = 25, 8 + 4 = 64, then what is 6 + 2?
Solution:
The rule here is that the result is the first number multiplied by the second number and then squared:
- 5 + 3 = (5 × 3)² = 25
- 8 + 4 = (8 × 4)² = 64
Therefore, 6 + 2 = (6 × 2)² = 36.
Example 7: Odd Number Series
Question:
Find the next number in the series:
1, 4, 9, 16, __?
Solution:
These are the squares of numbers:
1² = 1, 2² = 4, 3² = 9, 4² = 16, so the next number is 25 (5²).
Example 8: Number Coding
Question:
If 4 is coded as 10, 7 as 20, and 9 as 30, then what is 5 coded as?
Solution:
Each number is multiplied by 2 and then added 2:
- 4 × 2 + 2 = 10
- 7 × 2 + 2 = 20
- 9 × 2 + 2 = 30
Therefore, 5 × 2 + 2 = 12.
Example 9: Missing Number in a Grid
Question:
In the following number grid, what number should replace the question mark?
3, 5, 7
11, ?, 13
17, 19, 23
Solution:
Look at the middle column:
5, ?, 19. These numbers are increasing by 6 each time.
So, the missing number is 11.
Example 10: Ratio of Numbers
Question:
What is the ratio of the first number to the second number in the pair (28, 56)?
Solution:
The ratio is 28:56.
Simplifying this gives the ratio 1:2.
Example 11: Multiplication Pattern
Question:
Find the missing number:
3 × 2 = 6, 4 × 3 = 12, 5 × 4 = 20, 6 × 5 = ?
Solution:
The numbers are simply multiplying.
6 × 5 = 30.
Example 12: Sequence of Addition
Question:
Find the next number in the sequence:
1, 3, 6, 10, 15, __?
Solution:
The difference between each number is increasing by 1:
1 + 2 = 3, 3 + 3 = 6, 6 + 4 = 10, 10 + 5 = 15.
Therefore, 15 + 6 = 21.
Example 13: Difference Between Numbers
Question:
What is the difference between the largest and smallest number in the following set:
15, 24, 18, 9, 30
Solution:
The largest number is 30, and the smallest number is 9.
The difference is 30 – 9 = 21.
Example 14: Divisibility Rule
Question:
Which of the following numbers is divisible by both 3 and 5?
15, 18, 20, 25
Solution:
The number divisible by both 3 and 5 is 15.
Example 15: Number Divided by a Factor
Question:
If 36 is divided by 9, what is the quotient?
Solution:
36 ÷ 9 = 4.
Example 16: Number Square Calculation
Question:
What is the square of 8?
Solution:
The square of 8 is 64 (8 × 8).
Example 17: Identifying a Pattern
Question:
Identify the next number in this pattern:
4, 16, 64, 256, __?
Solution:
Each number is multiplied by 4:
4 × 4 = 16, 16 × 4 = 64, 64 × 4 = 256.
Therefore, 256 × 4 = 1024.
Example 18: Number Sequence with Addition
Question:
Find the missing number:
7, 14, 21, 28, __?
Solution:
The numbers are increasing by 7 each time.
So, the next number is 35.
Example 19: Subtraction Pattern
Question:
What is the next number in the sequence?
100, 90, 80, 70, __?
Solution:
The difference between the numbers is 10 each time.
So, the next number is 60.
Example 20: Simple Multiplication
Question:
What is 12 × 12?
Solution:
12 × 12 = 144.
Example 21: Number Series
Question:
Find the next number in the series:
5, 11, 17, 23, __?
Solution:
The difference between consecutive numbers is 6.
11 – 5 = 6, 17 – 11 = 6, 23 – 17 = 6.
So, the next number is 29 (23 + 6).
Example 22: Sum of Digits
Question:
What is the sum of the digits of the number 493?
Solution:
The sum of the digits is:
4 + 9 + 3 = 16.
Example 23: Find the Missing Number
Question:
What number should replace the question mark?
2, 4, 8, 16, ?, 64
Solution:
The numbers are doubling each time.
So, the missing number is 32 (16 × 2).
Example 24: Prime Number Identification
Question:
Which of the following numbers is a prime number?
15, 17, 21, 25, 30
Solution:
The prime number is 17, as it has no divisors other than 1 and itself.
Example 25: Cube of a Number
Question:
What is the cube of 5?
Solution:
The cube of 5 is:
5 × 5 × 5 = 125.
Example 26: Find the Odd Number
Question:
Which number is the odd one out?
12, 14, 16, 18, 19, 20
Solution:
The odd one out is 19, as it is the only prime number in the list.
Example 27: Missing Number in a Series
Question:
What is the next number in the series?
3, 6, 12, 24, __?
Solution:
The numbers are doubling each time.
So, the next number is 48 (24 × 2).
Example 28: Square of a Number
Question:
What is the square of 13?
Solution:
The square of 13 is:
13 × 13 = 169.
Example 29: Arithmetic Progression
Question:
What is the 5th term in the arithmetic progression:
3, 7, 11, 15, __?
Solution:
The common difference is 4.
So, the 5th term is:
15 + 4 = 19.
Example 30: Ratio and Proportion
Question:
If 5 pencils cost $10, how much would 8 pencils cost?
Solution:
The cost of 1 pencil is $10 ÷ 5 = $2.
Therefore, the cost of 8 pencils is:
8 × 2 = $16.
Example 31: Number Reversal
Question:
If you reverse the digits of the number 56, what number do you get?
Solution:
Reversing the digits of 56 gives 65.
Example 32: Sequence with Multiplication
Question:
Find the next number in the series:
2, 6, 18, 54, __?
Solution:
Each number is multiplied by 3:
2 × 3 = 6, 6 × 3 = 18, 18 × 3 = 54.
So, the next number is 162 (54 × 3).
Example 33: Dividing a Number by Itself
Question:
What is 36 divided by 36?
Solution:
36 ÷ 36 = 1.
Example 34: Square Root Calculation
Question:
What is the square root of 144?
Solution:
The square root of 144 is 12, as 12 × 12 = 144.
Example 35: Identifying Even and Odd Numbers
Question:
Which of the following numbers is odd?
28, 35, 48, 60, 72
Solution:
The odd number is 35.
Example 36: Consecutive Number Pattern
Question:
What is the sum of the next two numbers in the series:
2, 4, 6, 8, __?
Solution:
The numbers are increasing by 2.
So, the next two numbers are 10 and 12.
The sum of 10 and 12 is:
10 + 12 = 22.
Example 37: Number Difference
Question:
What is the difference between the largest and smallest numbers in the set:
8, 15, 22, 30, 40?
Solution:
The largest number is 40, and the smallest number is 8.
The difference is:
40 – 8 = 32.
Example 38: Multiplication of Two Numbers
Question:
What is 14 × 9?
Solution:
14 × 9 = 126.
Example 39: Identifying the Next Term in a Sequence
Question:
Find the next term in the sequence:
7, 14, 21, 28, __?
Solution:
The numbers are increasing by 7.
So, the next number is 35.
Example 40: Consecutive Square Numbers
Question:
What is the sum of the squares of 2 and 4?
Solution:
The square of 2 is 2 × 2 = 4.
The square of 4 is 4 × 4 = 16.
So, the sum of the squares is:
4 + 16 = 20.
Example 41: Prime Numbers Between a Range
Question:
Which of the following numbers are prime numbers between 1 and 30?
2, 3, 4, 5, 6, 7, 8, 9, 11, 13, 17, 19, 23, 29
Solution:
The prime numbers between 1 and 30 are:
2, 3, 5, 7, 11, 13, 17, 19, 23, 29.
Example 42: Identifying a Pattern
Question:
What is the next number in the sequence?
1, 3, 6, 10, 15, __?
Solution:
The difference between each consecutive number increases by 1:
1 + 2 = 3, 3 + 3 = 6, 6 + 4 = 10, 10 + 5 = 15.
Therefore, the next number is 21 (15 + 6).
Example 43: Identifying Multiples
Question:
Which of the following numbers is a multiple of 6?
18, 25, 30, 37
Solution:
The multiples of 6 are:
18 and 30.
Example 44: Factorial of a Number
Question:
What is the factorial of 4 (denoted as 4!)?
Solution:
4! = 4 × 3 × 2 × 1 = 24.
Example 45: Finding a Divisor
Question:
Which of the following numbers is a divisor of 24?
2, 4, 5, 8
Solution:
The divisors of 24 are:
2, 4, 8.
Therefore, 5 is not a divisor of 24.
Example 46: Identifying the Correct Pattern
Question:
What is the next number in the series?
3, 9, 27, 81, __?
Solution:
Each number is multiplying by 3:
3 × 3 = 9, 9 × 3 = 27, 27 × 3 = 81.
So, the next number is 243 (81 × 3).
Example 47: Number Coding
Question:
If 3 is coded as 8, 4 as 15, and 5 as 24, what is 6 coded as?
Solution:
The pattern is that the code for each number is the square of the number minus 1.
- 3 → 3² – 1 = 8
- 4 → 4² – 1 = 15
- 5 → 5² – 1 = 24
So, 6 → 6² – 1 = 35.
Example 48: Find the Missing Number
Question:
What number should replace the question mark?
1, 4, 9, 16, ?, 36
Solution:
These are the squares of consecutive numbers:
1² = 1, 2² = 4, 3² = 9, 4² = 16, and 6² = 36.
So, the missing number is 25 (5²).
Example 49: Number Comparison
Question:
Which of the following numbers is the greatest?
45, 56, 63, 49, 72
Solution:
The greatest number in the list is 72.
Example 50: Odd One Out
Question:
Which number is the odd one out?
49, 64, 81, 100, 121
Solution:
All the numbers except 100 are perfect squares.
Therefore, the odd one out is 100.
Example 51: Find the Next Term in the Sequence
Question:
What is the next term in the series?
1, 4, 9, 16, __?
Solution:
These are the squares of the numbers:
1² = 1, 2² = 4, 3² = 9, 4² = 16.
The next number is 25 (5²).
Example 52: Sum of Multiples
Question:
What is the sum of the first 4 multiples of 3?
Solution:
The first 4 multiples of 3 are:
3, 6, 9, and 12.
The sum is:
3 + 6 + 9 + 12 = 30.
Example 53: Sequence with Subtraction
Question:
What is the next number in the sequence?
40, 35, 30, 25, __?
Solution:
The difference between each number is 5.
So, the next number is 20 (25 – 5).
Example 54: Factorization
Question:
Which of the following is the prime factorization of 36?
A) 2 × 3 × 3
B) 2 × 2 × 3 × 3
C) 2 × 2 × 3
D) 2 × 3 × 6
Solution:
The correct prime factorization of 36 is:
B) 2 × 2 × 3 × 3.
Example 55: Missing Number in the Grid
Question:
What is the missing number?
6, 12, 18
24, ?, 36
42, 48, 54
Solution:
The numbers in each column increase by 6.
So, the missing number is 30.
Example 56: Divisibility Rule
Question:
Which of the following numbers is divisible by 9?
18, 21, 25, 27, 30
Solution:
The numbers divisible by 9 are 18 and 27.
Example 57: Missing Term in a Multiplication Series
Question:
Find the missing number in the series:
5 × 1 = 5, 5 × 2 = 10, 5 × 3 = 15, 5 × 4 = 20, __?
Solution:
The next number in the multiplication sequence is:
5 × 5 = 25.
Example 58: Number Square Calculation
Question:
What is the square of 15?
Solution:
The square of 15 is:
15 × 15 = 225.
Example 59: Relationship Between Numbers
Question:
If 5 is related to 25, 6 is related to 36, then what is 7 related to?
Solution:
The pattern is that the second number is the square of the first number.
So, 7 is related to 49 (7²).
Example 60: Identifying Divisibility
Question:
Which of the following numbers is divisible by 3 but not by 5?
12, 14, 21, 25, 30
Solution:
The number divisible by 3 but not by 5 is 21.
Example 61: Finding the Largest Number
Question:
Which of the following numbers is the largest?
32, 64, 128, 256, 512
Solution:
The largest number in the list is 512.
Example 62: Prime Number Identification
Question:
Which of the following numbers is a prime number?
19, 21, 25, 27, 33
Solution:
The prime number is 19, as it has no divisors other than 1 and itself.
Example 63: Missing Number in Multiplication
Question:
What number should replace the question mark?
5 × 2 = 10, 6 × 3 = 18, 7 × 4 = 28, __?
Solution:
The next term would be:
8 × 5 = 40.
Example 64: Find the Divisor
Question:
Which of the following is a divisor of 56?
A) 6
B) 7
C) 8
D) 9
Solution:
The divisors of 56 are 1, 2, 4, 7, 8, 14, 28, 56.
So, the correct answer is B) 7.
Example 65: Identifying the Pattern
Question:
What is the next term in the series?
2, 5, 10, 17, __?
Solution:
The difference between the numbers is increasing by 2 each time:
5 – 2 = 3, 10 – 5 = 5, 17 – 10 = 7.
So, the next difference is 9, and 17 + 9 = 26.
Example 66: Sum of Even Numbers
Question:
What is the sum of the first 5 even numbers?
Solution:
The first 5 even numbers are:
2, 4, 6, 8, and 10.
The sum is:
2 + 4 + 6 + 8 + 10 = 30.
Example 67: Multiplication Series
Question:
Find the missing number in the multiplication series:
2 × 4 = 8, 3 × 5 = 15, 4 × 6 = 24, __?
Solution:
Following the same pattern, the next number is:
5 × 7 = 35.
Example 68: Dividing by a Factor
Question:
What is 36 ÷ 6?
Solution:
36 ÷ 6 = 6.
Example 69: Identifying the Odd Number
Question:
Which of the following numbers is the odd one out?
15, 21, 28, 33, 39
Solution:
The odd number out is 28, as it is the only even number in the list.
Example 70: Cube of a Number
Question:
What is the cube of 4?
Solution:
The cube of 4 is:
4 × 4 × 4 = 64.
Example 71: Number Series
Question:
What is the next number in the series?
2, 6, 12, 20, 30, __?
Solution:
The difference between consecutive terms is increasing by 2 each time:
6 – 2 = 4, 12 – 6 = 6, 20 – 12 = 8, 30 – 20 = 10.
So, the next difference should be 12, and 30 + 12 = 42.
Example 72: Identifying the Common Pattern
Question:
What is the next number in the series?
1, 2, 4, 8, 16, __?
Solution:
Each number is doubling the previous one:
1 × 2 = 2, 2 × 2 = 4, 4 × 2 = 8, 8 × 2 = 16.
So, the next number is 32 (16 × 2).
Example 73: Dividing a Number
Question:
What is the result of dividing 72 by 9?
Solution:
72 ÷ 9 = 8.
Example 74: Identifying the Prime Number
Question:
Which of the following numbers is a prime number?
14, 17, 20, 25, 30
Solution:
The prime number is 17, as it is divisible only by 1 and itself.
Example 75: Finding the Square of a Number
Question:
What is the square of 18?
Solution:
The square of 18 is:
18 × 18 = 324.
Example 76: Number Multiplication
Question:
What is the product of 12 and 15?
Solution:
12 × 15 = 180.
Example 77: Divisibility Check
Question:
Which of the following numbers is divisible by both 4 and 6?
12, 18, 20, 24, 30
Solution:
The number divisible by both 4 and 6 is 24, as 24 ÷ 4 = 6 and 24 ÷ 6 = 4.
Example 78: Finding the Missing Term in a Sequence
Question:
Find the missing number in the sequence:
5, 10, 15, ?, 25, 30
Solution:
The numbers are increasing by 5.
So, the missing number is 20 (15 + 5).
Example 79: Arithmetic Progression
Question:
What is the 6th term in the arithmetic progression?
3, 7, 11, 15, __?
Solution:
The common difference is 4.
The 6th term can be found by adding 4 to the 5th term:
15 + 4 = 19.
Example 80: Identifying Multiples
Question:
Which of the following numbers is a multiple of 7?
14, 20, 23, 27, 35
Solution:
The multiples of 7 are:
14 and 35.
Example 81: Finding the Difference
Question:
What is the difference between 150 and 75?
Solution:
150 – 75 = 75.
Example 82: Identifying the Largest Number
Question:
Which of the following numbers is the largest?
50, 60, 45, 55, 70
Solution:
The largest number is 70.
Example 83: Odd One Out
Question:
Which of the following numbers is the odd one out?
9, 12, 15, 18, 20
Solution:
The odd number out is 20, as it is the only even number in the list.
Example 84: Factorization
Question:
What is the prime factorization of 56?
Solution:
The prime factorization of 56 is:
2 × 2 × 2 × 7.
Example 85: Sum of Squares
Question:
What is the sum of the squares of 5 and 6?
Solution:
The square of 5 is:
5 × 5 = 25.
The square of 6 is:
6 × 6 = 36.
The sum of the squares is:
25 + 36 = 61.
Example 86: Missing Number in the Series
Question:
What is the next number in the series?
10, 20, 40, 80, __?
Solution:
Each number is doubling the previous one:
10 × 2 = 20, 20 × 2 = 40, 40 × 2 = 80.
So, the next number is 160 (80 × 2).
Example 87: Multiplying by a Number
Question:
What is the result of multiplying 24 by 8?
Solution:
24 × 8 = 192.
Example 88: Finding the Next Term in a Sequence
Question:
What is the next number in the sequence?
1, 2, 4, 7, 11, __?
Solution:
The pattern is adding consecutive numbers:
1 + 1 = 2, 2 + 2 = 4, 4 + 3 = 7, 7 + 4 = 11.
So, the next number is 16 (11 + 5).
Example 89: Divisibility by 3
Question:
Which of the following numbers is divisible by 3?
11, 13, 15, 17, 19
Solution:
The number divisible by 3 is 15, as 15 ÷ 3 = 5.
Example 90: Square Root
Question:
What is the square root of 100?
Solution:
The square root of 100 is 10, as 10 × 10 = 100.
Example 91: Identifying Even Numbers
Question:
Which of the following numbers is even?
3, 5, 7, 8, 11
Solution:
The even number is 8.
Example 92: Identifying a Multiple
Question:
Which of the following numbers is a multiple of 12?
24, 30, 36, 40, 48
Solution:
The multiples of 12 are:
24, 36, 48.
Example 93: Sum of Odd Numbers
Question:
What is the sum of the first 4 odd numbers?
Solution:
The first 4 odd numbers are:
1, 3, 5, 7.
The sum is:
1 + 3 + 5 + 7 = 16.
Example 94: Number Reversal
Question:
What is the result of reversing the digits of 57?
Solution:
Reversing the digits gives 75.
Example 95: Identifying the Next Term in the Series
Question:
What is the next number in the series?
1, 4, 9, 16, 25, __?
Solution:
These are the squares of the numbers:
1² = 1, 2² = 4, 3² = 9, 4² = 16, 5² = 25.
So, the next number is 36 (6²).
Example 96: Arithmetic Progression
Question:
What is the 7th term in the arithmetic progression?
2, 5, 8, 11, 14, __?
Solution:
The common difference is 3.
The 7th term is:
14 + 3 × (7 – 5) = 20.
Example 97: Dividing Numbers
Question:
What is the result of dividing 144 by 12?
Solution:
144 ÷ 12 = 12.
Example 98: Odd or Even
Question:
Is the number 81 odd or even?
Solution:
The number 81 is odd.
Example 99: Identifying Factors
Question:
Which of the following is a factor of 45?
A) 2
B) 3
C) 4
D) 6
Solution:
The correct factor of 45 is B) 3.
Example 100: Series with Addition
Question:
What is the next number in the series?
3, 5, 8, 12, 17, __?
Solution:
The difference between consecutive numbers is increasing by 1:
5 – 3 = 2, 8 – 5 = 3, 12 – 8 = 4, 17 – 12 = 5.
So, the next difference should be 6, and 17 + 6 = 23.
Also Read : Reasoning question on Direction sense
Reasoning Question on Ranking
Here are some reasoning questions on ranking that can help you practice:
Example 1: Basic Ranking
Question:
In a class of 40 students, Anya is ranked 15th from the top. What will be her rank from the bottom?
Solution:
The total number of students is 40, so her rank from the bottom will be:
40 – 15 + 1 = 26th from the bottom.
Example 2: Position in a Race
Question:
In a race of 15 participants, Sarah finishes 8th. What is her position from the last?
Solution:
The total number of participants is 15, so her position from the last will be:
15 – 8 + 1 = 8th from the last.
Example 3: Ranking in a Group
Question:
In a group of 25 people, Brian is ranked 18th from the top. What is his rank from the bottom?
Solution:
The total number of people is 25, so Brian’s rank from the bottom will be:
25 – 18 + 1 = 8th from the bottom.
Example 4: Ranking with Ties
Question:
In a competition, 10 participants finished in the following order: 1st, 2nd, 2nd, 4th, 5th, 6th, 6th, 8th, 9th, and 10th. What is the rank of the person who finished 6th?
Solution:
The person who finished 6th has shared the position with another person, so they are tied at the 6th position. The next person in the order will be ranked 8th, skipping 7th because of the tie.
Example 5: Ranking in Reverse Order
Question:
In a group of 30 students, Raj is ranked 12th from the bottom. What is his rank from the top?
Solution:
The total number of students is 30, so his rank from the top will be:
30 – 12 + 1 = 19th from the top.
Example 6: Finding Rank in a Class
Question:
A student ranks 7th in a class of 35 students. What is the rank of the student from the bottom?
Solution:
The total number of students is 35, so the student’s rank from the bottom will be:
35 – 7 + 1 = 29th from the bottom.
Example 7: Ranking with Ties at the Top
Question:
In a race of 10 participants, two participants tie for the 1st position. The next person finishes 3rd. What is the position of the participant who finishes 3rd?
Solution:
Since two people are tied for the 1st position, the next rank will be 3rd. So, the participant who finishes 3rd will hold the 3rd rank.
Example 8: Determining the Rank in a Group
Question:
In a class of 50 students, Ravi is ranked 22nd from the top. What is his position from the bottom?
Solution:
The total number of students is 50, so Ravi’s position from the bottom will be:
50 – 22 + 1 = 29th from the bottom.
Example 9: Ranking with Multiple Ties
Question:
In a competition of 12 participants, the rankings are as follows:
1st, 1st, 3rd, 3rd, 5th, 6th, 7th, 8th, 9th, 10th, 11th, and 12th. What is the rank of the participant who finished in the 6th position?
Solution:
Since the ranks 1st and 3rd are tied, the next position after the tie will be 5th. Therefore, the 6th position will remain as is.
Example 10: Calculating the Rank Difference
Question:
In a class of 25 students, Rahul is ranked 9th from the top, while Suman is ranked 15th. What is the difference in their ranks?
Solution:
The difference in their ranks is:
15 – 9 = 6 ranks.
Example 11: Rank Comparison
Question:
In a class of 30 students, Anand is ranked 6th from the top and Nisha is ranked 20th from the top. How many students are ranked between them?
Solution:
The number of students ranked between Anand and Nisha is:
20 – 6 – 1 = 13 students.
Example 12: Ranking in a Sports Tournament
Question:
In a tournament of 16 teams, Team A is ranked 9th. What is their rank from the bottom?
Solution:
The total number of teams is 16, so Team A’s rank from the bottom will be:
16 – 9 + 1 = 8th from the bottom.
Example 13: Tie Breaker Scenario
Question:
In a competition with 8 people, there was a tie for the 3rd position between two participants. If the ranks are assigned as 1st, 2nd, 3rd, 3rd, 5th, 6th, 7th, and 8th, what rank did the person who finished 5th get in this case?
Solution:
The rank of the person who finished 5th in this case will still be 5th, as the tied ranks do not affect the rest of the positions after the tie.
Example 14: Ranking in a Group of 50
Question:
In a class of 50 students, Arun is ranked 18th from the top. How many students are ranked lower than him?
Solution:
The number of students ranked lower than Arun will be:
50 – 18 = 32 students.
Example 15: Rank with Multiple Ties
Question:
In a race of 15 participants, there is a tie for the 4th position. What will be the next rank after the tie?
Solution:
If two participants tie for 4th, the next rank will be 6th, as the positions for 5th and 6th will be skipped.
Example 16: Reverse Ranking Calculation
Question:
In a class of 60 students, Parul is ranked 45th from the bottom. What is her rank from the top?
Solution:
The total number of students is 60, so Parul’s rank from the top will be:
60 – 45 + 1 = 16th from the top.
Example 17: Finding Missing Rank
Question:
A total of 30 students participated in an exam. If the 3rd highest student is ranked 8th, what rank will the 4th highest student have?
Solution:
If the 3rd highest student is ranked 8th, then the 4th highest student will be ranked 9th.
Example 18: Rank Position in a List
Question:
In a list of 20 students, Harini is ranked 8th. What is her rank from the bottom?
Solution:
The total number of students is 20, so Harini’s rank from the bottom will be:
20 – 8 + 1 = 13th from the bottom.
Example 19: Basic Rank Position
Question:
In a class of 50 students, Maya is ranked 12th from the top. What is her rank from the bottom?
Solution:
The total number of students is 50, so Maya’s rank from the bottom will be:
50 – 12 + 1 = 39th from the bottom.
Example 20: Rank Difference
Question:
In a competition of 18 participants, Alok is ranked 5th from the top and Priya is ranked 12th from the top. What is the difference in their ranks?
Solution:
The difference in their ranks is:
12 – 5 = 7 ranks.
Example 21: Rank Calculation
Question:
In a race of 12 participants, Rajesh is ranked 7th. What is his rank from the last?
Solution:
The total number of participants is 12, so Rajesh’s rank from the last will be:
12 – 7 + 1 = 6th from the last.
Example 22: Finding a Missing Rank
Question:
In a class of 40 students, the top 3 students are ranked 1st, 2nd, and 3rd. If Suresh is ranked 6th, what is his position if one student is disqualified and his position is shifted up?
Solution:
If one student is disqualified, Suresh’s new position will be 5th. His position shifts up by one rank.
Example 23: Tied Rankings and Positioning
Question:
In a group of 9 students, three students tied for 2nd place. What will be the rank of the 4th student?
Solution:
If three students are tied for 2nd place, the next rank after the tie will be 5th, because ranks 3rd and 4th are skipped.
Example 24: Reverse Rank Calculation
Question:
In a competition of 100 participants, Alex is ranked 75th from the bottom. What is Alex’s rank from the top?
Solution:
The total number of participants is 100, so Alex’s rank from the top will be:
100 – 75 + 1 = 26th from the top.
Example 25: Rank in a Tournament
Question:
In a tournament of 16 players, Nita is ranked 9th. What is her rank from the bottom?
Solution:
The total number of players is 16, so Nita’s rank from the bottom will be:
16 – 9 + 1 = 8th from the bottom.
Example 26: Finding the Rank in a Group of 20
Question:
In a class of 20 students, Anshika is ranked 14th from the top. What is her position from the bottom?
Solution:
The total number of students is 20, so Anshika’s rank from the bottom will be:
20 – 14 + 1 = 7th from the bottom.
Example 27: Rank Based on Performance
Question:
In a class of 40 students, Rahul is ranked 3rd from the top. What is the position of the student who is ranked 5th in relation to Rahul?
Solution:
The student ranked 5th will be 2 ranks below Rahul.
Example 28: Rank Shift
Question:
In a class of 30 students, Aditi is ranked 18th from the top. If 3 students perform better and Aditi’s rank improves by 2 places, what will be her new rank?
Solution:
Aditi’s new rank will be:
18 – 2 = 16th.
Example 29: Rank with Multiple Ties
Question:
In a competition with 10 participants, the rankings are as follows:
1st, 1st, 3rd, 3rd, 5th, 6th, 7th, 8th, 9th, and 10th. What is the rank of the person who finished 5th?
Solution:
The person who finished 5th has no tie, so the rank remains 5th.
Example 30: Position of a Student
Question:
In a group of 25 students, Sandeep is ranked 17th from the top. What is his rank from the bottom?
Solution:
The total number of students is 25, so Sandeep’s rank from the bottom will be:
25 – 17 + 1 = 9th from the bottom.
Example 31: Rank Calculation for a Group of 50
Question:
In a group of 50 participants, Raj is ranked 15th from the top. What is his rank from the bottom?
Solution:
The total number of participants is 50, so Raj’s rank from the bottom will be:
50 – 15 + 1 = 36th from the bottom.
Example 32: Rank with Multiple Tied Positions
Question:
In a competition with 12 participants, there is a tie for the 1st place. The next participant finishes in 3rd place. What is the rank of the participant finishing 3rd?
Solution:
Since two participants are tied for 1st place, the next rank will be 3rd, which is as per the given ranking.
Example 33: Rank Position in a Group
Question:
In a class of 40 students, Vikas is ranked 18th from the top. What is his rank from the bottom?
Solution:
The total number of students is 40, so Vikas’s rank from the bottom will be:
40 – 18 + 1 = 23rd from the bottom.
Example 34: Finding Rank in Reverse Order
Question:
In a class of 60 students, Pooja is ranked 25th from the bottom. What is her rank from the top?
Solution:
The total number of students is 60, so Pooja’s rank from the top will be:
60 – 25 + 1 = 36th from the top.
Example 35: Rank Position Calculation
Question:
In a class of 45 students, the top 3 positions are taken by Prashant, Ramesh, and Suresh, in that order. If someone is disqualified, what will the new positions of the remaining students be?
Solution:
If someone is disqualified, the remaining students will fill the vacant position without affecting the overall ranking of others.
Example 36: Rank Difference with Ties
Question:
In a class of 50 students, Shikha is ranked 8th and Suman is ranked 15th. There is a tie between the 10th and 11th positions. How many students are ranked between Shikha and Suman?
Solution:
There is a tie between the 10th and 11th positions, so the ranks between Shikha and Suman are:
15 – 8 – 1 = 6 students.
Example 37: Group Ranking
Question:
In a group of 30 students, Ravi is ranked 9th from the bottom. What is his rank from the top?
Solution:
The total number of students is 30, so Ravi’s rank from the top will be:
30 – 9 + 1 = 22nd from the top.
Example 38: Tied Ranks Calculation
Question:
In a competition of 8 participants, there is a tie for 3rd position between two participants. What will be the next rank after the tie?
Solution:
Since there is a tie for 3rd place, the next rank will be 5th because 4th and 5th positions will be skipped.
Example 39: Rank Calculation After Disqualification
Question:
In a class of 25 students, Manisha is ranked 20th. If one student above her is disqualified, what will be her new rank?
Solution:
If one student above her is disqualified, Manisha’s new rank will be:
20 – 1 = 19th.
Example 40: Rank in a Group
Question:
In a group of 45 students, Pooja is ranked 5th. What will be her rank from the bottom?
Solution:
The total number of students is 45, so her rank from the bottom will be:
45 – 5 + 1 = 41st from the bottom.
Example 41: Rank from the Bottom
Question:
In a group of 60 students, Anika is ranked 25th from the top. What is her rank from the bottom?
Solution:
The total number of students is 60, so Anika’s rank from the bottom will be:
60 – 25 + 1 = 36th from the bottom.
Example 42: Comparing Two Ranks
Question:
In a competition of 12 participants, Avinash is ranked 5th and Simran is ranked 9th. How many participants are ranked between them?
Solution:
The number of participants ranked between Avinash and Simran is:
9 – 5 – 1 = 3 participants.
Example 43: Rank with Multiple Ties
Question:
In a race with 20 participants, there is a tie for the 4th position. What will be the rank of the participant who finishes 6th?
Solution:
Since there is a tie for 4th place, the next rank will be 6th because the 5th rank will be skipped.
Example 44: Rank of a Group Leader
Question:
In a class of 45 students, the group leader is ranked 3rd from the top. What is the group leader’s rank from the bottom?
Solution:
The total number of students is 45, so the group leader’s rank from the bottom will be:
45 – 3 + 1 = 43rd from the bottom.
Example 45: Rank Calculation After a Tie
Question:
In a group of 30 students, there is a tie for 7th position. What will be the rank of the student who finishes 9th?
Solution:
Since there is a tie for 7th, the next available rank will be 9th. The 8th rank will be skipped.
Example 46: Determining the Position of a Student
Question:
In a class of 35 students, Sunita is ranked 18th from the top. How many students are ranked below her?
Solution:
The number of students ranked below Sunita will be:
35 – 18 = 17 students.
Example 47: Rank with Multiple Tied Positions
Question:
In a race of 10 participants, the positions are:
1st, 1st, 2nd, 3rd, 4th, 4th, 6th, 7th, 8th, 9th.
What is the rank of the participant who finished 6th?
Solution:
The participant who finished 6th holds the 6th position, as there was a tie for 4th.
Example 48: Reverse Ranking Calculation
Question:
In a competition of 50 students, Rajesh is ranked 24th from the bottom. What is his rank from the top?
Solution:
The total number of students is 50, so Rajesh’s rank from the top will be:
50 – 24 + 1 = 27th from the top.
Example 49: Rank Comparison
Question:
In a competition with 100 participants, Anu is ranked 12th and Rina is ranked 35th. What is the rank difference between Anu and Rina?
Solution:
The rank difference is:
35 – 12 = 23 ranks.
Example 50: Rank in a Group
Question:
In a class of 40 students, Ravi is ranked 12th from the top. What is his rank from the bottom?
Solution:
The total number of students is 40, so Ravi’s rank from the bottom will be:
40 – 12 + 1 = 29th from the bottom.
Example 51: Rank Calculation for a Group of 10
Question:
In a class of 10 students, Arun is ranked 5th from the top. What is his position from the bottom?
Solution:
The total number of students is 10, so Arun’s rank from the bottom will be:
10 – 5 + 1 = 6th from the bottom.
Example 52: Tied Rank in a Group of 6
Question:
In a group of 6 participants, the rankings are:
1st, 1st, 2nd, 3rd, 4th, 5th.
What is the rank of the participant who finished 2nd?
Solution:
Since two participants are tied for 1st, the participant who finished 2nd has the 2nd rank.
Example 53: Rank with Multiple Ties
Question:
In a class of 50 students, there is a tie for the 2nd position. What will be the next rank after the tie?
Solution:
The next rank after the tie will be 4th because the 3rd place will be skipped.
Example 54: Finding the Rank from Top
Question:
In a class of 25 students, Sonali is ranked 18th from the bottom. What is her rank from the top?
Solution:
The total number of students is 25, so Sonali’s rank from the top will be:
25 – 18 + 1 = 8th from the top.
Example 55: Rank Difference Between Two Students
Question:
In a race of 15 participants, Tarun is ranked 5th, while Rakesh is ranked 12th. What is the difference in their ranks?
Solution:
The difference in their ranks is:
12 – 5 = 7 ranks.
Example 56: Rank in a Group of 35
Question:
In a group of 35 participants, Maya is ranked 21st from the top. What is her rank from the bottom?
Solution:
The total number of participants is 35, so Maya’s rank from the bottom will be:
35 – 21 + 1 = 15th from the bottom.
Example 57: Rank with Multiple Tied Places
Question:
In a group of 12 participants, the rankings are:
1st, 1st, 3rd, 4th, 5th, 6th, 7th, 8th, 9th, 10th, 11th, and 12th.
What rank does the 4th person get?
Solution:
The participant who finished 4th holds the 4th position, as there was no tie for that rank.
Example 58: Rank Comparison in Reverse Order
Question:
In a class of 45 students, Aman is ranked 35th from the top. What is his position from the bottom?
Solution:
The total number of students is 45, so Aman’s rank from the bottom will be:
45 – 35 + 1 = 11th from the bottom.
Example 59: Determining the Number of Ranks Between Two Students
Question:
In a class of 30 students, Neha is ranked 9th from the top, and Priya is ranked 22nd from the top. How many students are ranked between them?
Solution:
The number of students ranked between Neha and Priya is:
22 – 9 – 1 = 12 students.
Example 60: Rank after Removing a Participant
Question:
In a race of 8 participants, if one of the top 4 participants is disqualified, what will be the new position of the 5th participant?
Solution:
If a top 4 participant is disqualified, the 5th participant will move up to the 4th position.
Example 61: Rank from the Top and Bottom
Question:
In a class of 60 students, Sameer is ranked 15th from the top. What is his rank from the bottom?
Solution:
The total number of students is 60, so Sameer’s rank from the bottom will be:
60 – 15 + 1 = 46th from the bottom.
Example 62: Rank Difference Between Two Students
Question:
In a class of 25 students, Manish is ranked 7th from the top, and Priya is ranked 18th from the top. How many positions are there between them?
Solution:
The number of positions between Manish and Priya is:
18 – 7 – 1 = 10 positions.
Example 63: Rank with Multiple Ties
Question:
In a race of 9 participants, there is a tie for 3rd place. What is the rank of the participant who finished 5th?
Solution:
Since there is a tie for 3rd, the next available rank after the tie will be 5th. The 4th rank will be skipped.
Example 64: Rank Calculation
Question:
In a competition of 20 participants, Radhika is ranked 16th from the bottom. What is her rank from the top?
Solution:
The total number of participants is 20, so Radhika’s rank from the top will be:
20 – 16 + 1 = 5th from the top.
Example 65: Reverse Ranking Calculation
Question:
In a class of 50 students, Rohan is ranked 28th from the top. What is his rank from the bottom?
Solution:
The total number of students is 50, so Rohan’s rank from the bottom will be:
50 – 28 + 1 = 23rd from the bottom.
Example 66: Rank of the Last Participant
Question:
In a race with 12 participants, what will be the rank of the last participant?
Solution:
The last participant will have the 12th rank, as they are the last to finish.
Example 67: Tied Rank Calculation
Question:
In a group of 9 participants, there is a tie for the 2nd position. What will be the next available rank?
Solution:
If two participants tie for 2nd place, the next available rank will be 4th, as the 3rd place is skipped.
Example 68: Finding the Missing Rank
Question:
In a group of 16 participants, there is a tie for the 5th and 6th positions. What is the next rank?
Solution:
Since there is a tie for 5th and 6th, the next rank will be 7th.
Example 69: Rank Calculation with a Tie
Question:
In a class of 30 students, two students are tied for the 3rd place. What will be the rank of the student who finishes 5th?
Solution:
Since there is a tie for 3rd place, the next available rank will be 5th, as the 4th place is skipped.
Example 70: Ranking with Disqualification
Question:
In a group of 20 participants, Ananya is ranked 6th. If one of the top 5 participants is disqualified, what will be Ananya’s new rank?
Solution:
If one of the top 5 participants is disqualified, Ananya’s new rank will be 5th.
Example 71: Total Students and Rank Calculation
Question:
In a group of 50 students, Sagar is ranked 30th from the top. What will be his rank from the bottom?
Solution:
The total number of students is 50, so Sagar’s rank from the bottom will be:
50 – 30 + 1 = 21st from the bottom.
Example 72: Rank Difference Between Two Students
Question:
In a group of 15 students, Neel is ranked 3rd from the top, and Ramesh is ranked 9th from the top. What is the difference in their ranks?
Solution:
The rank difference is:
9 – 3 = 6 ranks.
Example 73: Finding the Rank of a Participant
Question:
In a class of 45 students, Ravi is ranked 28th from the top. What will be his position from the bottom?
Solution:
The total number of students is 45, so Ravi’s rank from the bottom will be:
45 – 28 + 1 = 18th from the bottom.
Example 74: Rank Calculation for a Tie
Question:
In a class of 50 students, there is a tie for the 2nd position. What will be the rank of the next student?
Solution:
Since two students tied for the 2nd position, the next rank will be 4th.
Example 75: Rank After a Tie
Question:
In a competition with 8 participants, the rankings are:
1st, 1st, 3rd, 4th, 5th, 6th, 7th, 8th.
What rank does the participant who finished 5th get?
Solution:
The participant who finished 5th holds the 5th rank, as there was no tie for that rank.
Example 76: Position of a Rank Holder
Question:
In a class of 40 students, Sushma is ranked 13th from the bottom. What is her rank from the top?
Solution:
The total number of students is 40, so Sushma’s rank from the top will be:
40 – 13 + 1 = 28th from the top.
Example 77: Finding the Rank Based on Position
Question:
In a class of 30 students, Akash is ranked 20th from the top. What is his rank from the bottom?
Solution:
The total number of students is 30, so Akash’s rank from the bottom will be:
30 – 20 + 1 = 11th from the bottom.
Example 78: Rank Position Calculation
Question:
In a class of 10 students, Seema is ranked 6th from the top. What is her rank from the bottom?
Solution:
The total number of students is 10, so Seema’s rank from the bottom will be:
10 – 6 + 1 = 5th from the bottom.
Example 79: Reverse Position Rank Calculation
Question:
In a group of 100 participants, Prakash is ranked 90th from the bottom. What is his rank from the top?
Solution:
The total number of participants is 100, so Prakash’s rank from the top will be:
100 – 90 + 1 = 11th from the top.
Example 80: Rank of the First Place Holder
Question:
In a class of 100 students, who holds the first place?
Solution:
The student ranked 1st from the top holds the first place.
Example 81: Rank from the Top and Bottom
Question:
In a class of 45 students, Neha is ranked 30th from the top. What is her rank from the bottom?
Solution:
The total number of students is 45, so Neha’s rank from the bottom will be:
45 – 30 + 1 = 16th from the bottom.
Example 82: Rank of the Middle Participant
Question:
In a class of 21 students, what will be the rank of the student who is in the middle?
Solution:
The middle rank in an odd-numbered group is the 11th rank, since 21 ÷ 2 + 1 = 11th.
Example 83: Rank with a Tie
Question:
In a competition of 12 students, there is a tie for the 5th position. What is the next available rank?
Solution:
Since there is a tie for 5th, the next available rank will be 7th because the 6th place will be skipped.
Example 84: Reverse Ranking
Question:
In a group of 40 students, Amit is ranked 19th from the top. What is his rank from the bottom?
Solution:
The total number of students is 40, so Amit’s rank from the bottom will be:
40 – 19 + 1 = 22nd from the bottom.
Example 85: Rank of the 3rd Participant
Question:
In a group of 15 students, what rank does the student who finishes 3rd receive?
Solution:
The student who finishes 3rd holds the 3rd rank, as there is no tie for this position.
Example 86: Rank with Tie for 2nd Position
Question:
In a group of 10 participants, there is a tie for the 2nd place. What will be the rank of the person who finishes 4th?
Solution:
Since there is a tie for 2nd, the next available rank will be 4th, as the 3rd place is skipped.
Example 87: Finding Rank After a Tie
Question:
In a competition of 8 participants, the rankings are:
1st, 1st, 2nd, 3rd, 4th, 5th, 6th, 7th.
What rank does the 5th person get?
Solution:
The participant who finishes 5th holds the 5th rank, as there was no tie for that position.
Example 88: Rank Calculation with Reverse Position
Question:
In a class of 50 students, Harini is ranked 40th from the bottom. What is her rank from the top?
Solution:
The total number of students is 50, so Harini’s rank from the top will be:
50 – 40 + 1 = 11th from the top.
Example 89: Determining the Number of Participants Between Two Ranks
Question:
In a group of 20 participants, Arjun is ranked 7th from the top and Riya is ranked 14th from the top. How many participants are ranked between them?
Solution:
The number of participants ranked between Arjun and Riya is:
14 – 7 – 1 = 6 participants.
Example 90: Rank with Disqualification
Question:
In a competition of 18 participants, if the 2nd position holder is disqualified, what will be the rank of the person who finishes 3rd?
Solution:
Since the 2nd position is disqualified, the person who finishes 3rd will now take the 2nd position.
Example 91: Calculating Rank Based on Position Change
Question:
In a class of 25 students, Sita is ranked 9th. If one of the students ranked above her is absent, what will be her new rank?
Solution:
If one of the students ranked above Sita is absent, she will move up by 1 rank, and her new rank will be 8th.
Example 92: Rank Difference Between Top and Bottom
Question:
In a class of 60 students, if a student is ranked 5th from the top, what is the difference between their rank and the student ranked last?
Solution:
The rank of the student ranked last is 60th. The difference is:
60 – 5 = 55 ranks.
Example 93: Rank of a Student with Multiple Ties
Question:
In a class of 12 students, there is a tie for the 2nd position. What will be the next available rank after the tie?
Solution:
Since two students are tied for the 2nd position, the next available rank will be 4th because the 3rd place is skipped.
Example 94: Rank with Multiple Ties at the Top
Question:
In a race with 10 participants, there are two ties for 1st place. What will be the rank of the participant who finishes 3rd?
Solution:
Since there are ties for 1st, the person who finishes 3rd will hold the 3rd rank as well, because the 2nd place will be skipped.
Example 95: Rank Calculation for Multiple Ties
Question:
In a group of 15 participants, the following ranking occurs:
1st, 1st, 2nd, 3rd, 3rd, 4th, 5th, 6th, 7th, 8th, 9th, 10th, 11th, 12th, 13th.
What rank does the 6th person get?
Solution:
The person who finishes 6th will hold the 6th rank, as there is no tie for this position.
Example 96: Rank Calculation from the Bottom
Question:
In a group of 30 students, Suresh is ranked 25th from the top. What is his rank from the bottom?
Solution:
The total number of students is 30, so Suresh’s rank from the bottom will be:
30 – 25 + 1 = 6th from the bottom.
Example 97: Rank Calculation After a Tie
Question:
In a class of 40 students, there is a tie for the 5th place. What will be the next rank?
Solution:
Since there is a tie for the 5th position, the next available rank will be 7th, as the 6th place will be skipped.
Example 98: Rank Calculation from the Middle
Question:
In a group of 15 participants, what is the rank of the middle participant?
Solution:
Since there are 15 participants, the middle rank will be the 8th rank, as it’s the middle number in an odd set.
Example 99: Rank Calculation in a Group of 6
Question:
In a class of 6 students, there is a tie for the 2nd place. What rank will the student who finishes 4th hold?
Solution:
Since two students are tied for 2nd, the student who finishes 4th will hold the 4th rank, as the 3rd place is skipped.
Example 100: Rank in a Larger Group
Question:
In a class of 100 students, if a student is ranked 30th from the top, what is the student’s rank from the bottom?
Solution:
The total number of students is 100, so the student’s rank from the bottom will be:
100 – 30 + 1 = 71st from the bottom.
Reasoning question on time sequence
Here are some reasoning questions on time sequence that involve understanding and calculating time relationships and order of events:
Example 1: Simple Time Sequence
Question:
If Event A happens at 10:00 AM and Event B happens 2 hours after Event A, what time will Event B occur?
Solution:
Event B will occur at 12:00 PM, as it happens 2 hours after 10:00 AM.
Example 2: Time Difference Between Two Events
Question:
Event X starts at 8:30 AM and ends at 11:45 AM. What is the total duration of Event X?
Solution:
The duration of Event X is 3 hours and 15 minutes.
Example 3: Finding the Time of an Event
Question:
A meeting starts at 3:30 PM and lasts for 1 hour and 45 minutes. What time does the meeting end?
Solution:
The meeting will end at 5:15 PM (3:30 PM + 1 hour 45 minutes).
Example 4: Identifying Order of Events
Question:
Event 1 happens at 9:15 AM, Event 2 happens 40 minutes after Event 1, and Event 3 happens 20 minutes after Event 2. What is the time of Event 3?
Solution:
Event 1: 9:15 AM
Event 2: 9:15 AM + 40 minutes = 9:55 AM
Event 3: 9:55 AM + 20 minutes = 10:15 AM
Example 5: Time Elapsed Between Two Events
Question:
Event A occurs at 7:45 AM and Event B occurs at 3:30 PM. What is the time difference between these two events?
Solution:
The time difference between 7:45 AM and 3:30 PM is 7 hours and 45 minutes.
Example 6: Sequence of Events in Time
Question:
Event A occurs at 2:15 PM, and Event B occurs 1 hour 25 minutes after Event A. What time does Event B occur?
Solution:
Event B will occur at 3:40 PM (2:15 PM + 1 hour 25 minutes).
Example 7: Time Interval Calculation
Question:
A bus departs at 6:40 AM and arrives at 10:05 AM. How long is the bus journey?
Solution:
The duration of the bus journey is 3 hours and 25 minutes.
Example 8: Identifying Time Sequence in a Day
Question:
If Event A happens at 12:30 PM, Event B happens 3 hours later, and Event C happens 1 hour before Event A, what time is Event C?
Solution:
Event B: 12:30 PM + 3 hours = 3:30 PM
Event C: 12:30 PM – 1 hour = 11:30 AM
Example 9: Time Gap Between Events
Question:
A flight departs at 8:15 AM and arrives at 10:45 AM. What is the duration of the flight?
Solution:
The flight duration is 2 hours and 30 minutes.
Example 10: Multiple Time Events
Question:
If Event A happens at 5:10 AM, Event B happens 2 hours after Event A, and Event C happens 45 minutes after Event B, what time does Event C happen?
Solution:
Event B: 5:10 AM + 2 hours = 7:10 AM
Event C: 7:10 AM + 45 minutes = 7:55 AM
Example 11: Time Sequence with Break
Question:
A person works from 9:00 AM to 1:00 PM with a break from 11:00 AM to 11:30 AM. What is the total working time excluding the break?
Solution:
Total working time: 1:00 PM – 9:00 AM = 4 hours
Break time: 30 minutes
Total working time excluding the break: 3 hours 30 minutes
Example 12: Calculating End Time Based on Duration
Question:
A train departs at 6:25 PM and travels for 5 hours and 15 minutes. At what time will it arrive?
Solution:
The arrival time is 11:40 PM (6:25 PM + 5 hours 15 minutes).
Example 13: Duration Between Two Times
Question:
Event X happens at 12:00 PM and Event Y happens at 5:20 PM. What is the duration between these two events?
Solution:
The duration between 12:00 PM and 5:20 PM is 5 hours and 20 minutes.
Example 14: Time Calculation with Hours and Minutes
Question:
If a movie starts at 7:30 PM and lasts for 2 hours and 40 minutes, what time will the movie end?
Solution:
The movie will end at 10:10 PM (7:30 PM + 2 hours 40 minutes).
Example 15: Sequential Event Times
Question:
Event A happens at 10:20 AM, Event B happens 50 minutes later, and Event C happens 30 minutes after Event B. What is the time of Event C?
Solution:
Event B: 10:20 AM + 50 minutes = 11:10 AM
Event C: 11:10 AM + 30 minutes = 11:40 AM
Example 16: Time Duration Between Two Points
Question:
A meeting starts at 9:30 AM and ends at 12:00 PM. What is the duration of the meeting?
Solution:
The meeting duration is 2 hours and 30 minutes.
Example 17: Sequence of Time Events in the Morning
Question:
If a person wakes up at 7:00 AM and eats breakfast 1 hour 15 minutes later, then leaves for work 30 minutes after breakfast, what time does the person leave for work?
Solution:
Breakfast time: 7:00 AM + 1 hour 15 minutes = 8:15 AM
Leaving for work: 8:15 AM + 30 minutes = 8:45 AM
Example 18: Time Calculation with a Delay
Question:
A train departs at 9:45 AM and arrives at 1:10 PM. If there is a delay of 25 minutes, what was the scheduled departure time?
Solution:
The scheduled departure time is:
1:10 PM – 25 minutes = 1:05 PM.
Example 19: Event Duration with Specific Start Time
Question:
An event starts at 2:00 PM and ends 4 hours and 45 minutes later. What time does the event end?
Solution:
The event will end at 6:45 PM (2:00 PM + 4 hours 45 minutes).
Example 20: Time Calculation with AM/PM
Question:
A train departs at 7:30 AM and reaches its destination at 10:15 AM. What is the total travel time?
Solution:
The total travel time is 2 hours and 45 minutes.
Example 21: Duration Between Two Events
Question:
An event begins at 9:15 AM and ends at 2:30 PM. What is the total duration of the event?
Solution:
The total duration is 5 hours and 15 minutes.
Example 22: Time Before and After an Event
Question:
If Event A starts at 3:10 PM and lasts for 1 hour and 45 minutes, at what time will Event A end?
Solution:
Event A will end at 4:55 PM (3:10 PM + 1 hour 45 minutes).
Example 23: Time Sequence of Three Events
Question:
Event X happens at 8:30 AM, Event Y happens 1 hour 20 minutes later, and Event Z happens 45 minutes after Event Y. What is the time of Event Z?
Solution:
Event Y: 8:30 AM + 1 hour 20 minutes = 9:50 AM
Event Z: 9:50 AM + 45 minutes = 10:35 AM
Example 24: Time Difference Between Two Events
Question:
Event A happens at 6:15 PM, and Event B happens at 9:40 PM. What is the time difference between Event A and Event B?
Solution:
The time difference is 3 hours and 25 minutes.
Example 25: Time Interval for Work
Question:
A person works from 8:00 AM to 12:30 PM with a break from 10:00 AM to 10:30 AM. What is the total work duration?
Solution:
Total work duration: 12:30 PM – 8:00 AM = 4 hours 30 minutes
Break time: 30 minutes
Total work time: 4 hours 30 minutes – 30 minutes = 4 hours
Example 26: Sequence of Events in the Day
Question:
Event A happens at 10:45 AM, Event B happens 1 hour and 15 minutes after Event A, and Event C happens 20 minutes after Event B. What time does Event C occur?
Solution:
Event B: 10:45 AM + 1 hour 15 minutes = 12:00 PM
Event C: 12:00 PM + 20 minutes = 12:20 PM
Example 27: Time Calculation from 24-hour Format
Question:
A meeting starts at 14:30 and ends at 17:45. What is the duration of the meeting?
Solution:
The duration of the meeting is 3 hours and 15 minutes.
Example 28: Event Duration with AM/PM Calculation
Question:
An event starts at 6:00 PM and ends at 8:15 PM. What is the total duration of the event?
Solution:
The total duration is 2 hours and 15 minutes.
Example 29: Time of Day with Time Sequence
Question:
If a person finishes work at 5:40 PM and starts traveling home, taking 1 hour 25 minutes to reach home, what time will they reach home?
Solution:
The person will reach home at 7:05 PM (5:40 PM + 1 hour 25 minutes).
Example 30: Time Elapsed After Multiple Events
Question:
If Event A starts at 4:50 PM and ends at 6:25 PM, and Event B starts 40 minutes after Event A ends, what time does Event B begin?
Solution:
Event B starts at:
6:25 PM + 40 minutes = 7:05 PM
Example 31: Subtracting Time Duration
Question:
A movie starts at 9:15 AM and ends at 11:45 AM. If a person arrives at 10:30 AM, how much of the movie did they miss?
Solution:
The person missed:
10:30 AM – 9:15 AM = 1 hour 15 minutes.
Example 32: Time Sequence with Break Periods
Question:
A conference starts at 9:00 AM, has a break from 11:00 AM to 11:30 AM, and ends at 4:00 PM. What is the total duration of the conference, excluding the break?
Solution:
The total duration is:
4:00 PM – 9:00 AM = 7 hours
After subtracting the break:
7 hours – 30 minutes = 6 hours 30 minutes.
Example 33: Sequence of Events on a Single Day
Question:
Event A starts at 10:00 AM and lasts for 2 hours. Event B starts 15 minutes after Event A ends. What time does Event B start?
Solution:
Event A ends at 10:00 AM + 2 hours = 12:00 PM
Event B starts at:
12:00 PM + 15 minutes = 12:15 PM
Example 34: Adding Time Duration
Question:
A train leaves at 6:45 AM and travels for 3 hours and 35 minutes. What time does the train arrive?
Solution:
The train will arrive at:
6:45 AM + 3 hours 35 minutes = 10:20 AM
Example 35: Identifying Time Interval Between Two Points
Question:
A meeting starts at 11:00 AM and ends at 12:30 PM. Another meeting starts 45 minutes after the first one ends. What time does the second meeting start?
Solution:
The second meeting starts at:
12:30 PM + 45 minutes = 1:15 PM
Example 36: Time Elapsed with AM/PM Calculation
Question:
If a flight departs at 2:30 PM and arrives at 8:00 PM, what is the duration of the flight?
Solution:
The duration of the flight is 5 hours and 30 minutes.
Example 37: Multiple Events and Time Sequence
Question:
Event A starts at 1:45 PM and lasts for 2 hours 30 minutes. Event B starts 45 minutes after Event A ends. What time does Event B start?
Solution:
Event A ends at 1:45 PM + 2 hours 30 minutes = 4:15 PM
Event B starts at:
4:15 PM + 45 minutes = 5:00 PM
Example 38: Time Difference Between Two Events
Question:
Event A starts at 8:00 AM and ends at 3:30 PM. Event B starts at 12:00 PM. What is the difference in start time between Event A and Event B?
Solution:
The difference in start time is:
12:00 PM – 8:00 AM = 4 hours.
Example 39: Calculating Time Sequence for Multiple Events
Question:
Event X starts at 5:30 PM. Event Y starts 1 hour 20 minutes after Event X. Event Z starts 15 minutes after Event Y. What is the time of Event Z?
Solution:
Event Y: 5:30 PM + 1 hour 20 minutes = 6:50 PM
Event Z: 6:50 PM + 15 minutes = 7:05 PM
Example 40: Time Sequence with Time Change
Question:
A train departs at 9:30 AM and arrives at 12:15 PM. If the train is delayed by 20 minutes, what is the new arrival time?
Solution:
The new arrival time is:
12:15 PM + 20 minutes = 12:35 PM
Example 41: Simple Addition of Time
Question:
A meeting starts at 9:00 AM and lasts for 3 hours and 30 minutes. At what time does the meeting end?
Solution:
The meeting will end at 12:30 PM (9:00 AM + 3 hours 30 minutes).
Example 42: Time of Arrival After Travel
Question:
A flight departs at 7:20 AM and travels for 4 hours and 50 minutes. What time will the flight arrive?
Solution:
The flight will arrive at 12:10 PM (7:20 AM + 4 hours 50 minutes).
Example 43: Time Difference Between Events
Question:
Event A starts at 8:15 PM and ends at 10:00 PM. Event B starts 1 hour and 20 minutes after Event A ends. What time does Event B start?
Solution:
Event B starts at:
10:00 PM + 1 hour 20 minutes = 11:20 PM
Example 44: Time Sequence with Multiple Delays
Question:
A train departs at 6:00 AM and is delayed by 30 minutes. After the delay, the train is further delayed by 15 minutes. What time does the train finally depart?
Solution:
The final departure time is:
6:00 AM + 30 minutes = 6:30 AM
6:30 AM + 15 minutes = 6:45 AM
Example 45: Time Sequence with Different Durations
Question:
A lecture starts at 10:00 AM and lasts for 1 hour and 40 minutes. After a break of 15 minutes, another lecture starts and lasts for 2 hours. What time does the second lecture end?
Solution:
The second lecture ends at:
10:00 AM + 1 hour 40 minutes = 11:40 AM (first lecture ends)
11:40 AM + 15 minutes = 11:55 AM (after the break)
11:55 AM + 2 hours = 1:55 PM (second lecture ends).
Example 46: Calculate the Time Difference
Question:
A workshop starts at 2:30 PM and ends at 5:00 PM. What is the total duration of the workshop?
Solution:
The total duration is 2 hours and 30 minutes (from 2:30 PM to 5:00 PM).
Example 47: Adding Minutes to Time
Question:
A train leaves at 4:25 PM and is scheduled to reach its destination 3 hours and 35 minutes later. What time will it reach the destination?
Solution:
The train will reach the destination at 8:00 PM (4:25 PM + 3 hours 35 minutes).
Example 48: Sequential Time Events
Question:
Event A happens at 9:15 AM. Event B happens 40 minutes after Event A, and Event C happens 30 minutes after Event B. What time does Event C happen?
Solution:
Event B: 9:15 AM + 40 minutes = 9:55 AM
Event C: 9:55 AM + 30 minutes = 10:25 AM
Example 49: Time Sequence with Breaks
Question:
A work session starts at 8:30 AM and ends at 12:00 PM, with a 30-minute break at 10:30 AM. What is the total working time, excluding the break?
Solution:
The total work duration is:
12:00 PM – 8:30 AM = 3 hours 30 minutes
After subtracting the 30-minute break:
3 hours 30 minutes – 30 minutes = 3 hours.
Example 50: Calculating Time of Arrival with Delays
Question:
A flight departs at 5:00 PM and is delayed by 45 minutes. The flight duration is 3 hours and 20 minutes. What time does the flight arrive?
Solution:
The flight arrives at:
5:00 PM + 45 minutes = 5:45 PM (after the delay)
5:45 PM + 3 hours 20 minutes = 9:05 PM.
Example 51: Finding Time Based on Duration and End Time
Question:
A train arrives at 7:30 PM, and the travel time is 4 hours and 15 minutes. What time did the train depart?
Solution:
The train departs at:
7:30 PM – 4 hours 15 minutes = 3:15 PM.
Example 52: Time Interval Between Events
Question:
If a person leaves home at 7:20 AM and arrives at work at 8:50 AM, what is the time taken for the journey?
Solution:
The time taken for the journey is 1 hour and 30 minutes.
Example 53: Adding Time to a Specific Hour
Question:
A meeting starts at 4:15 PM and lasts for 2 hours and 45 minutes. What time does the meeting end?
Solution:
The meeting ends at 7:00 PM (4:15 PM + 2 hours 45 minutes).
Example 54: Time Difference Between Two Times
Question:
A conference starts at 9:30 AM and ends at 5:00 PM. How much time elapsed during the conference?
Solution:
The time elapsed is 7 hours and 30 minutes.
Example 55: Identifying Time Based on Duration
Question:
A concert starts at 6:00 PM and lasts for 2 hours and 30 minutes. What time does the concert end?
Solution:
The concert will end at 8:30 PM (6:00 PM + 2 hours 30 minutes).
Example 56: Time Calculation Based on Hourly Schedule
Question:
A person works from 9:00 AM to 12:30 PM, takes a 30-minute break, then works from 1:00 PM to 5:00 PM. What is the total time worked, excluding the break?
Solution:
The total time worked:
From 9:00 AM to 12:30 PM = 3 hours 30 minutes
From 1:00 PM to 5:00 PM = 4 hours
Total working time (excluding the break):
3 hours 30 minutes + 4 hours = 7 hours 30 minutes.
Example 57: Sequential Event with Duration
Question:
Event A starts at 2:00 PM and lasts for 1 hour and 45 minutes. Event B starts 30 minutes after Event A ends. What time does Event B start?
Solution:
Event A ends at:
2:00 PM + 1 hour 45 minutes = 3:45 PM
Event B starts at:
3:45 PM + 30 minutes = 4:15 PM
Example 58: Time Sequence with Multiple Events
Question:
Event X happens at 7:15 AM and lasts for 2 hours and 30 minutes. Event Y starts 45 minutes after Event X ends. What time does Event Y start?
Solution:
Event X ends at:
7:15 AM + 2 hours 30 minutes = 9:45 AM
Event Y starts at:
9:45 AM + 45 minutes = 10:30 AM
Example 59: Time Elapsed Between Two Specific Times
Question:
A bus departs at 3:40 PM and arrives at 6:20 PM. What is the total duration of the bus journey?
Solution:
The total duration of the journey is 2 hours and 40 minutes.
Example 60: Adding Time to Reach Destination
Question:
A bus leaves at 10:20 AM and travels for 1 hour and 50 minutes. What time will the bus arrive?
Solution:
The bus will arrive at 12:10 PM (10:20 AM + 1 hour 50 minutes).
Example 61: Time Sequence with Breaks
Question:
A seminar starts at 9:00 AM and runs until 12:00 PM, with a 30-minute break at 10:30 AM. What is the total seminar duration excluding the break?
Solution:
Total seminar duration:
12:00 PM – 9:00 AM = 3 hours
After subtracting the break:
3 hours – 30 minutes = 2 hours 30 minutes.
Example 62: Time Calculation with Time Zones
Question:
A flight departs at 11:30 AM from New York (Eastern Time) and arrives at 2:30 PM in Los Angeles (Pacific Time). How long is the flight in terms of duration?
Solution:
The time difference between Eastern Time and Pacific Time is 3 hours.
So, 2:30 PM (Pacific Time) is equivalent to 5:30 PM (Eastern Time).
The flight duration is 5:30 PM – 11:30 AM = 6 hours.
Example 63: Adding and Subtracting Time
Question:
A bus leaves at 10:40 AM and takes 2 hours and 15 minutes to reach its destination. If it is delayed by 25 minutes, what time will the bus arrive?
Solution:
Without the delay:
10:40 AM + 2 hours 15 minutes = 12:55 PM
Adding the 25-minute delay:
12:55 PM + 25 minutes = 1:20 PM
Example 64: Finding Time of Event Based on Duration
Question:
A class ends at 3:30 PM and lasts for 2 hours and 15 minutes. What time did the class start?
Solution:
The class started at:
3:30 PM – 2 hours 15 minutes = 1:15 PM
Example 65: Identifying Time After a Series of Events
Question:
A train departs at 8:00 AM and reaches its destination at 1:30 PM. After a 30-minute break, it continues the journey for another 2 hours. What time does the train reach the final destination?
Solution:
The train reaches at:
1:30 PM + 30-minute break = 2:00 PM
2:00 PM + 2 hours = 4:00 PM
Example 66: Event Duration with Multiple Time Intervals
Question:
A meeting starts at 11:30 AM and lasts for 1 hour and 45 minutes. There is a 10-minute break, followed by a 30-minute continuation. What is the total meeting duration?
Solution:
First segment:
1 hour 45 minutes
Break: 10 minutes
Second segment:
30 minutes
Total duration:
1 hour 45 minutes + 10 minutes + 30 minutes = 2 hours 25 minutes
Example 67: Time Sequence with Multiple Events
Question:
Event A begins at 9:30 AM and ends at 11:00 AM. Event B starts 20 minutes after Event A ends. How much time has passed between Event A and Event B?
Solution:
Event B starts at:
11:00 AM + 20 minutes = 11:20 AM
So, the time passed between Event A and Event B is 20 minutes.
Example 68: Subtracting Time in Different Units
Question:
A store opens at 7:00 AM and closes at 9:15 PM. What is the total number of hours the store is open?
Solution:
The store is open from 7:00 AM to 9:15 PM.
From 7:00 AM to 9:00 PM = 14 hours
Then add the 15 minutes = 14 hours 15 minutes
Example 69: Sequential Event Duration
Question:
Event X starts at 2:30 PM and lasts for 1 hour and 10 minutes. Event Y begins 35 minutes after Event X ends. What time does Event Y start?
Solution:
Event X ends at:
2:30 PM + 1 hour 10 minutes = 3:40 PM
Event Y starts at:
3:40 PM + 35 minutes = 4:15 PM
Example 70: Time Sequence with Subtraction and Addition
Question:
A person leaves the office at 6:00 PM, takes a 25-minute break, and then travels for 45 minutes. What time will they reach their destination?
Solution:
They reach their destination at:
6:00 PM + 25 minutes = 6:25 PM (after the break)
6:25 PM + 45 minutes = 7:10 PM
Example 71: Total Time with Multiple Events
Question:
A meeting starts at 8:15 AM and lasts for 1 hour and 20 minutes. After a break of 10 minutes, the meeting continues for another 2 hours. What is the total duration of the meeting, including the break?
Solution:
The total duration of the meeting:
1 hour 20 minutes + 10 minutes (break) + 2 hours = 3 hours 30 minutes.
Example 72: Time Duration Between Two Specific Hours
Question:
If a flight departs at 10:20 AM and arrives at 3:15 PM, how long was the flight?
Solution:
The flight duration is:
3:15 PM – 10:20 AM = 4 hours 55 minutes.
Example 73: Time Difference Calculation
Question:
A concert starts at 6:00 PM and ends at 9:30 PM. What is the total duration of the concert?
Solution:
The total duration is 3 hours 30 minutes.
Example 74: Calculating Time for Multiple Events
Question:
Event A starts at 11:45 AM and lasts for 1 hour and 30 minutes. Event B starts 15 minutes after Event A ends. What time does Event B start?
Solution:
Event A ends at:
11:45 AM + 1 hour 30 minutes = 1:15 PM
Event B starts at:
1:15 PM + 15 minutes = 1:30 PM
Example 75: Time Sequence Involving Two Events
Question:
Event A happens from 10:00 AM to 1:00 PM. Event B starts 50 minutes after Event A ends. What time does Event B start?
Solution:
Event B starts at:
1:00 PM + 50 minutes = 1:50 PM
Example 76: Calculating Time Based on Duration and Hour
Question:
A class starts at 9:30 AM and ends at 12:00 PM. Another class starts 30 minutes after the first one ends. What time does the second class start?
Solution:
The second class starts at:
12:00 PM + 30 minutes = 12:30 PM
Example 77: Time Calculation With Different Intervals
Question:
A bus departs at 5:30 PM and travels for 1 hour and 20 minutes. The bus then stops for a 15-minute break. After the break, the bus continues its journey for another 2 hours. What time does the bus arrive?
Solution:
Without break:
5:30 PM + 1 hour 20 minutes = 6:50 PM
After the break:
6:50 PM + 15 minutes = 7:05 PM
7:05 PM + 2 hours = 9:05 PM
Example 78: Time Sequence with Travel Delays
Question:
A train departs at 7:00 AM and is delayed by 15 minutes. The journey takes 3 hours and 45 minutes. What time will the train arrive?
Solution:
The train will arrive at:
7:00 AM + 15 minutes = 7:15 AM (after the delay)
7:15 AM + 3 hours 45 minutes = 10:00 AM
Example 79: Adding Multiple Time Intervals
Question:
A meeting starts at 9:00 AM and lasts for 2 hours and 30 minutes. After a break of 20 minutes, the meeting continues for 1 hour and 40 minutes. What time does the meeting end?
Solution:
The meeting ends at:
9:00 AM + 2 hours 30 minutes = 11:30 AM (after first session)
11:30 AM + 20 minutes = 11:50 AM (after break)
11:50 AM + 1 hour 40 minutes = 1:30 PM
Example 80: Finding Time Based on Multiple Delays
Question:
A flight departs at 4:00 PM but is delayed by 1 hour. After the delay, it travels for 2 hours and 45 minutes. What time will the flight arrive?
Solution:
The flight will arrive at:
4:00 PM + 1 hour delay = 5:00 PM
5:00 PM + 2 hours 45 minutes = 7:45 PM
Example 81: Adding Time After a Break
Question:
A meeting starts at 9:15 AM and lasts for 1 hour and 30 minutes. After a 20-minute break, the meeting continues for another 1 hour and 50 minutes. What time does the meeting end?
Solution:
The meeting ends at:
9:15 AM + 1 hour 30 minutes = 10:45 AM
After the break:
10:45 AM + 20 minutes = 11:05 AM
11:05 AM + 1 hour 50 minutes = 12:55 PM
Example 82: Time Sequence Between Two Events
Question:
A movie starts at 8:00 PM and ends at 10:30 PM. A concert starts 45 minutes after the movie ends. What time does the concert start?
Solution:
The concert starts at:
10:30 PM + 45 minutes = 11:15 PM
Example 83: Time Interval Calculation
Question:
A bus leaves at 6:30 AM and arrives at 8:45 AM. How long is the bus journey?
Solution:
The total journey time is:
8:45 AM – 6:30 AM = 2 hours 15 minutes
Example 84: Adding Minutes to Time
Question:
A flight departs at 4:45 PM and has a flight duration of 5 hours and 25 minutes. What time will the flight land?
Solution:
The flight lands at:
4:45 PM + 5 hours 25 minutes = 10:10 PM
Example 85: Time Sequence with Multiple Stops
Question:
A train departs at 3:30 PM and reaches a stop after 45 minutes. The stop lasts for 10 minutes, and then the train continues its journey for another 2 hours. What time does the train reach its final destination?
Solution:
The train reaches its final destination at:
3:30 PM + 45 minutes = 4:15 PM (after first stop)
4:15 PM + 10 minutes = 4:25 PM (after the break)
4:25 PM + 2 hours = 6:25 PM
Example 86: Time Between Two Points
Question:
A meeting starts at 1:00 PM and ends at 3:30 PM. How long was the meeting?
Solution:
The total meeting time is:
3:30 PM – 1:00 PM = 2 hours 30 minutes
Example 87: Sequential Time Calculation
Question:
A conference begins at 10:30 AM and lasts for 2 hours and 20 minutes. There is a 15-minute break, and then the conference continues for another 1 hour and 10 minutes. What time does the conference end?
Solution:
The conference ends at:
10:30 AM + 2 hours 20 minutes = 12:50 PM
After the break:
12:50 PM + 15 minutes = 1:05 PM
1:05 PM + 1 hour 10 minutes = 2:15 PM
Example 88: Calculating Duration of Multiple Events
Question:
A concert starts at 6:00 PM and lasts for 1 hour and 40 minutes. After a 25-minute break, a second concert starts and lasts for 2 hours. What time does the second concert end?
Solution:
The second concert ends at:
6:00 PM + 1 hour 40 minutes = 7:40 PM (first concert ends)
7:40 PM + 25 minutes = 8:05 PM (after break)
8:05 PM + 2 hours = 10:05 PM
Example 89: Duration of Travel with Break
Question:
A car journey starts at 2:30 PM and takes 3 hours. After a 30-minute break, the journey continues for another 1 hour and 15 minutes. What time will the car reach its destination?
Solution:
The car reaches its destination at:
2:30 PM + 3 hours = 5:30 PM
After the break:
5:30 PM + 30 minutes = 6:00 PM
6:00 PM + 1 hour 15 minutes = 7:15 PM
Example 90: Sequential Time Intervals
Question:
Event X starts at 10:00 AM and lasts for 2 hours and 20 minutes. Event Y begins 40 minutes after Event X ends. What time does Event Y begin?
Solution:
Event X ends at:
10:00 AM + 2 hours 20 minutes = 12:20 PM
Event Y starts at:
12:20 PM + 40 minutes = 1:00 PM
Example 91: Adding Time to Find Arrival Time
Question:
A train departs at 11:50 AM and travels for 4 hours and 10 minutes. What time will the train arrive?
Solution:
The train will arrive at:
11:50 AM + 4 hours 10 minutes = 4:00 PM
Example 92: Time Interval with Delays
Question:
A bus departs at 9:45 AM and takes 1 hour 25 minutes to reach its destination. However, there is a 15-minute delay. What time does the bus arrive?
Solution:
The bus arrives at:
9:45 AM + 1 hour 25 minutes = 11:10 AM
After the delay:
11:10 AM + 15 minutes = 11:25 AM
Example 93: Multiple Duration Calculation
Question:
A train starts at 5:30 PM and travels for 1 hour 40 minutes. After a 15-minute break, it continues for another 2 hours and 30 minutes. What time does the train reach its destination?
Solution:
The train reaches its destination at:
5:30 PM + 1 hour 40 minutes = 7:10 PM
After the break:
7:10 PM + 15 minutes = 7:25 PM
7:25 PM + 2 hours 30 minutes = 9:55 PM
Example 94: Finding Time Based on Duration and Breaks
Question:
A person starts their work at 8:00 AM and works for 4 hours straight. After a 30-minute break, they continue working for another 2 hours and 15 minutes. What time does the person finish work?
Solution:
The person finishes work at:
8:00 AM + 4 hours = 12:00 PM
After the break:
12:00 PM + 30 minutes = 12:30 PM
12:30 PM + 2 hours 15 minutes = 2:45 PM
Example 95: Calculating Arrival Time with Time Duration
Question:
A flight departs at 2:15 PM and flies for 6 hours and 50 minutes. What time will the flight land?
Solution:
The flight will land at:
2:15 PM + 6 hours 50 minutes = 9:05 PM
Example 96: Sequential Events with Time Delays
Question:
Event A starts at 7:00 AM and lasts for 1 hour and 45 minutes. Event B starts 1 hour and 20 minutes after Event A ends. What time does Event B start?
Solution:
Event A ends at:
7:00 AM + 1 hour 45 minutes = 8:45 AM
Event B starts at:
8:45 AM + 1 hour 20 minutes = 10:05 AM
Example 97: Time Sequence with Multiple Steps
Question:
A person starts work at 9:30 AM. They take a 20-minute break after 2 hours and 10 minutes of work, then continue for 3 more hours. What time does the person finish work?
Solution:
The person finishes work at:
9:30 AM + 2 hours 10 minutes = 11:40 AM
After the break:
11:40 AM + 20 minutes = 12:00 PM
12:00 PM + 3 hours = 3:00 PM
Example 98: Time Sequence with Break and Duration
Question:
A lecture starts at 1:45 PM and lasts for 1 hour and 20 minutes. After a 15-minute break, another lecture starts and runs for 2 hours. What time does the second lecture end?
Solution:
The second lecture ends at:
1:45 PM + 1 hour 20 minutes = 3:05 PM (first lecture ends)
3:05 PM + 15 minutes = 3:20 PM (after break)
3:20 PM + 2 hours = 5:20 PM
Example 99: Time Calculation with Sequential Events
Question:
A meeting starts at 10:00 AM and lasts for 1 hour and 45 minutes. After a 30-minute break, the meeting continues for 2 hours. What time does the meeting end?
Solution:
The meeting ends at:
10:00 AM + 1 hour 45 minutes = 11:45 AM
After the break:
11:45 AM + 30 minutes = 12:15 PM
12:15 PM + 2 hours = 2:15 PM
Example 100: Time Calculation with Multiple Phases
Question:
A task starts at 2:15 PM and takes 1 hour and 30 minutes. After a 45-minute break, the second part of the task lasts for 3 hours. What time will the task be completed?
Solution:
The task is completed at:
2:15 PM + 1 hour 30 minutes = 3:45 PM (first part ends)
3:45 PM + 45 minutes = 4:30 PM (after break)
4:30 PM + 3 hours = 7:30 PM
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