Non-verbal reasoning analogy questions involve identifying the relationship between two shapes or patterns, and then applying the same relationship to a different pair of shapes or patterns. Here are some examples of Non-verbal reasoning analogy questions to help you practice:


1. Shape and Color Analogy:

Example:
If a red circle is to a blue square, then a green triangle is to what?

  • Answer: Yellow rectangle.
    (The relationship could be based on the color shift or shape transformation.)

2. Rotation Analogy:

Example:
A triangle rotates 90° to become a rotated triangle in the next image.
What will be the correct analogy for a rotated square?

  • Answer: A rotated square (same principle of 90° rotation).

3. Shape Expansion Analogy:

Example:
Small square is to larger square, as small circle is to what?

  • Answer: Larger circle.
    (The relationship is based on size progression for similar shapes.)

4. Shape Reflection Analogy:

Example:
If a triangle reflects to become a mirrored triangle, then a square should reflect to become what?

  • Answer: Mirrored square.

5. Shape and Pattern Analogy:

Example:
Circle with 1 dot is to circle with 2 dots, as square with 1 dot is to what?

  • Answer: Square with 2 dots.
    (The relationship involves adding more dots to a shape.)

6. Size and Orientation Analogy:

Example:
Small triangleLarge triangle
Small square → What?

  • Answer: Large square.
    (The relationship involves increasing the size of the shape.)

7. Shape Progression Analogy:

Example:
A circlesquarepentagon, what comes next?

  • Answer: Hexagon.
    (This analogy progresses from shapes with fewer sides to more sides.)

8. Shape Transformation Analogy:

Example:
A circle is divided into 4 equal parts, as a square is divided into what?

  • Answer: 4 equal parts (each side of the square is divided into smaller sections).

9. Rotation and Color Analogy:

Example:
Red triangleBlue rotated triangle, what would a green triangle become?

  • Answer: Yellow rotated triangle.
    (Here, the color and rotation shift the triangle.)

10. Shape Division Analogy:

Example:
A circle is divided into 3 equal parts, as a square is divided into how many equal parts?

  • Answer: 4 equal parts.

11. Shape to Pattern Analogy:

Example:
A circle with 1 line inside becomes a circle with 2 lines inside, then a square with 1 line inside becomes what?

  • Answer: Square with 2 lines inside.

12. Symmetry Analogy:

Example:
A triangle has 1 line of symmetry, a square has how many lines of symmetry?

  • Answer: 4 lines of symmetry.
    (The relationship is based on the symmetry property of each shape.)

13. Shape Growth Analogy:

Example:
A small trianglemedium trianglelarge triangle, then a small square should be followed by what?

  • Answer: Medium square, then large square.
    (This is a size progression analogy with different shapes.)

14. Shape Addition Analogy:

Example:
1 circle2 circles, what should be the next shape after 1 square?

  • Answer: 2 squares.
    (This analogy involves adding more identical shapes.)

15. Color and Shape Transformation Analogy:

Example:
Green circleBlue square, what happens to a yellow triangle?

  • Answer: It transforms into a red triangle.

16. Shape Rotation and Color Analogy:

Example:
Red triangle rotated 90° is to blue square rotated 90°, what happens to a yellow pentagon rotated 90°?

  • Answer: Green hexagon rotated 90°.

17. Progressive Addition Analogy:

Example:
Circle with 1 lineCircle with 2 linesCircle with 3 lines, what will a square with 1 line be followed by?

  • Answer: Square with 2 lines, then square with 3 lines.

18. Symmetry and Rotation Analogy:

Example:
A square rotated 90°square rotated 180°, then a circle rotated 90° should be followed by what?

  • Answer: Circle rotated 180°.

19. Geometric Progression Analogy:

Example:
Circle with 2 partsCircle with 4 partsCircle with 8 parts, what happens to a square with 2 parts?

  • Answer: Square with 4 parts, then square with 8 parts.

20. Shape and Pattern Development Analogy:

Example:
A red squareblue square, then a green triangle should be followed by what?

  • Answer: Blue triangle.

21. Shape Rotation Analogy:

Example:
A circle is rotated 90° → square is rotated 90°, what happens to a triangle?

  • Answer: Triangle rotated 90°.

22. Shape Size Analogy:

Example:
Small trianglemedium triangle, what happens to a small circle?

  • Answer: Medium circle.

23. Shape Reflection Analogy:

Example:
Right-facing triangleLeft-facing triangle, what happens to a right-facing square?

  • Answer: Left-facing square.

24. Shape Transformation with Rotation:

Example:
A square rotated 90°circle rotated 90°, what happens to a triangle rotated 90°?

  • Answer: Triangle rotated 90°.

25. Pattern and Shape Analogy:

Example:
Circle with 1 dotCircle with 2 dots, what happens to a square with 1 dot?

  • Answer: Square with 2 dots.

26. Shape Increase with Color:

Example:
Red triangleRed square, what happens to a blue circle?

  • Answer: Blue square.

27. Shape and Angle Progression Analogy:

Example:
Right-angle triangleacute-angle triangle, what happens to a right-angled square?

  • Answer: Acute-angled square.

28. Shape Rotation with Color Change Analogy:

Example:
Green square rotated 90°Blue square rotated 90°, what happens to a red square rotated 90°?

  • Answer: Red square rotated 90°.

29. Shape Color and Reflection Analogy:

Example:
Red circle reflectedBlue circle reflected, what happens to a green square reflected?

  • Answer: Yellow square reflected.

30. Symmetry and Shape Analogy:

Example:
Circle with 2 lines of symmetrySquare with 4 lines of symmetry, what happens to a triangle?

  • Answer: Triangle with 3 lines of symmetry.

31. Shape Rotation and Size Analogy:

Example:
Small circle rotated 90°Medium circle rotated 90°, what happens to a small square?

  • Answer: Medium square rotated 90°.

32. Shape Progression with Dots Analogy:

Example:
Circle with 1 dotCircle with 2 dotsCircle with 3 dots, what happens to a square with 1 dot?

  • Answer: Square with 2 dots, then square with 3 dots.

33. Shape and Position Analogy:

Example:
Top-left triangleTop-right triangle, what happens to a top-left square?

  • Answer: Top-right square.

34. Shape Rotation with Size Analogy:

Example:
Small square rotated 90°Medium square rotated 90°, what happens to a small triangle?

  • Answer: Medium triangle rotated 90°.

35. Shape Addition Analogy:

Example:
1 circle2 circles, what happens to 1 square?

  • Answer: 2 squares.

36. Shape with Progressive Lines Analogy:

Example:
Circle with 1 lineCircle with 2 lines, what happens to a square with 1 line?

  • Answer: Square with 2 lines.

37. Shape Reflection and Rotation Analogy:

Example:
Triangle reflectedTriangle rotated 90°, what happens to a square reflected?

  • Answer: Square rotated 90°.

38. Shape Change with Symmetry Analogy:

Example:
HexagonPentagon, what happens to a square?

  • Answer: Triangle.
    (The relationship involves reducing the number of sides of the shape.)

39. Shape Increase with Orientation Analogy:

Example:
CircleSquare, what happens to a triangle?

  • Answer: Pentagon.

40. Shape Rotation and Color Change Analogy:

Example:
Red square rotated 90°Blue square rotated 90°, what happens to a green triangle rotated 90°?

  • Answer: Yellow triangle rotated 90°.

41. Shape Growth Analogy:

Example:
Small circleMedium circleLarge circle, what happens to a small square?

  • Answer: Medium square, then large square.

42. Shape Division Analogy:

Example:
Circle split into 2Circle split into 4, what happens to a square split into 2?

  • Answer: Square split into 4.

43. Shape with Symmetry Analogy:

Example:
Square with 4 lines of symmetryCircle with infinite lines of symmetry, what happens to a triangle?

  • Answer: Triangle with 3 lines of symmetry.

44. Shape Rotation and Division Analogy:

Example:
Circle divided into 2Circle divided into 4, what happens to a square divided into 2?

  • Answer: Square divided into 4.

45. Pattern Formation Analogy:

Example:
Red circle with 1 lineBlue square with 1 line, what happens to a yellow triangle with 1 line?

  • Answer: Green triangle with 1 line.

46. Shape and Pattern Change Analogy:

Example:
Circle with 1 diagonal lineSquare with 1 diagonal line, what happens to a triangle with 1 diagonal line?

  • Answer: Pentagon with 1 diagonal line.

47. Shape Transformation with Color and Size:

Example:
Small red triangleMedium blue square, what happens to a small green circle?

  • Answer: Medium yellow square.

48. Shape Progression with Color Change Analogy:

Example:
Red circleBlue square, what happens to a green triangle?

  • Answer: Yellow square.

49. Shape and Pattern Evolution Analogy:

Example:
Triangle with 1 line insideSquare with 1 line inside, what happens to a circle with 1 line inside?

  • Answer: Circle with 2 lines inside.

50. Shape Increase with Symmetry Analogy:

Example:
1 line of symmetry in triangle2 lines of symmetry in square, what happens to a circle?

  • Answer: Infinite lines of symmetry in circle.

51. Shape Rotation with Color Analogy:

Example:
Green square rotated 90°Blue square rotated 90°, what happens to a red circle rotated 90°?

  • Answer: Yellow circle rotated 90°.

52. Shape Increase and Symmetry Analogy:

Example:
Triangle with 1 line of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

53. Shape Reflection and Rotation Analogy:

Example:
Right-facing triangle reflectedLeft-facing triangle rotated 90°, what happens to a right-facing square?

  • Answer: Left-facing square rotated 90°.

54. Shape and Size Progression Analogy:

Example:
Small circleMedium circleLarge circle, what happens to a small square?

  • Answer: Medium square, then large square.

55. Shape Reflection Analogy:

Example:
Circle reflected in a mirrorSquare reflected in a mirror, what happens to a triangle?

  • Answer: Triangle reflected in a mirror.

56. Shape and Size Transformation Analogy:

Example:
Small squareLarge square, what happens to a small triangle?

  • Answer: Large triangle.

57. Shape Progression with Rotation Analogy:

Example:
Square rotated 90°Square rotated 180°, what happens to a circle rotated 90°?

  • Answer: Circle rotated 180°.

58. Shape and Angle Progression Analogy:

Example:
Right-angled triangleAcute-angled triangle, what happens to a right-angled square?

  • Answer: Acute-angled square.

59. Shape Growth with Symmetry Analogy:

Example:
Small squareMedium squareLarge square, what happens to a small triangle?

  • Answer: Medium triangle, then large triangle.

60. Shape Color and Size Analogy:

Example:
Red circleLarge red circle, what happens to a blue square?

  • Answer: Large blue square.

61. Shape and Symmetry Analogy:

Example:
Triangle with 3 lines of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

62. Shape Reflection with Rotation Analogy:

Example:
Square reflectedSquare rotated 90°, what happens to a triangle reflected?

  • Answer: Triangle rotated 90°.

63. Shape Change with Color Analogy:

Example:
Green triangleYellow square, what happens to a blue circle?

  • Answer: Red square.

64. Shape Progression with Rotation and Color Analogy:

Example:
Circle rotated 180°Square rotated 180°, what happens to a triangle rotated 180°?

  • Answer: Pentagon rotated 180°.

65. Shape Size and Reflection Analogy:

Example:
Large square reflectedMedium square reflected, what happens to a small triangle reflected?

  • Answer: Medium triangle reflected.

66. Shape and Color Symmetry Analogy:

Example:
Red squareBlue square, what happens to a green triangle?

  • Answer: Yellow triangle.

67. Shape and Orientation Analogy:

Example:
Upward triangleDownward triangle, what happens to a leftward square?

  • Answer: Rightward square.

68. Shape Progression with Rotation and Size Analogy:

Example:
Small square rotated 90°Medium square rotated 90°, what happens to a small circle rotated 90°?

  • Answer: Medium circle rotated 90°.

69. Shape Reflection and Rotation with Pattern Analogy:

Example:
Circle reflected and rotatedSquare reflected and rotated, what happens to a triangle reflected and rotated?

  • Answer: Pentagon reflected and rotated.

70. Shape Rotation with Color and Size Analogy:

Example:
Green square rotated 90°Blue square rotated 90°, what happens to a red circle rotated 90°?

  • Answer: Yellow circle rotated 90°.

71. Shape and Color Combination Analogy:

Example:
Red circleGreen square, what happens to a blue triangle?

  • Answer: Yellow square.

72. Shape Growth and Rotation Analogy:

Example:
Small square rotated 90°Medium square rotated 90°, what happens to a small circle rotated 90°?

  • Answer: Medium circle rotated 90°.

73. Symmetry and Shape Reflection Analogy:

Example:
Right-angled triangle with 1 line of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

74. Shape and Pattern Change Analogy:

Example:
Circle with 2 lines insideSquare with 2 lines inside, what happens to a triangle with 2 lines inside?

  • Answer: Pentagon with 2 lines inside.

75. Shape Size and Color Progression Analogy:

Example:
Small red squareMedium green square, what happens to a small blue triangle?

  • Answer: Medium yellow triangle.

Also read : Non verbal reasoning series question

76. Shape Rotation and Size Progression Analogy:

Example:
Small square rotated 180°Medium square rotated 180°, what happens to a small circle rotated 180°?

  • Answer: Medium circle rotated 180°.

77. Shape Reflection and Symmetry Analogy:

Example:
Left-facing triangle reflectedRight-facing triangle reflected, what happens to a left-facing square?

  • Answer: Right-facing square.

78. Shape Color and Rotation Analogy:

Example:
Red square rotated 90°Green square rotated 90°, what happens to a blue circle rotated 90°?

  • Answer: Yellow circle rotated 90°.

79. Shape Progression with Symmetry and Rotation Analogy:

Example:
Circle with 1 line of symmetry rotated 90°Square with 4 lines of symmetry rotated 90°, what happens to a triangle with 1 line of symmetry rotated 90°?

  • Answer: Pentagon with 5 lines of symmetry rotated 90°.

80. Shape and Color Change with Size Analogy:

Example:
Small green circleMedium red circle, what happens to a small blue square?

  • Answer: Medium yellow square.

81. Shape Rotation and Size Analogy:

Example:
Small circle rotated 180°Medium circle rotated 180°, what happens to a small square rotated 180°?

  • Answer: Medium square rotated 180°.

82. Shape Transformation and Reflection Analogy:

Example:
Triangle reflectedSquare reflected, what happens to a circle reflected?

  • Answer: Hexagon reflected.

83. Shape and Pattern Evolution Analogy:

Example:
Circle with 1 line insideSquare with 2 lines inside, what happens to a triangle with 3 lines inside?

  • Answer: Pentagon with 4 lines inside.

84. Shape Progression with Rotation Analogy:

Example:
Square rotated 45°Circle rotated 45°, what happens to a triangle rotated 45°?

  • Answer: Pentagon rotated 45°.

85. Shape Color and Pattern Change Analogy:

Example:
Red square with 1 dotBlue square with 1 dot, what happens to a green circle with 1 dot?

  • Answer: Yellow circle with 1 dot.

86. Shape Increase with Symmetry Analogy:

Example:
Triangle with 3 lines of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

87. Shape and Size Progression with Rotation Analogy:

Example:
Small square rotated 90°Medium square rotated 90°, what happens to a small circle rotated 90°?

  • Answer: Medium circle rotated 90°.

88. Shape Color and Rotation Analogy:

Example:
Red triangle rotated 180°Blue triangle rotated 180°, what happens to a green square rotated 180°?

  • Answer: Yellow square rotated 180°.

89. Shape and Symmetry Increase Analogy:

Example:
Triangle with 3 lines of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

90. Shape Rotation with Symmetry Analogy:

Example:
Circle with 2 lines of symmetrySquare with 4 lines of symmetry, what happens to a triangle?

  • Answer: Pentagon with 5 lines of symmetry.

91. Shape Transformation with Pattern Analogy:

Example:
Circle with 1 vertical line insideSquare with 1 vertical line inside, what happens to a triangle with 1 vertical line inside?

  • Answer: Pentagon with 1 vertical line inside.

92. Shape Reflection and Color Analogy:

Example:
Green square reflectedBlue square reflected, what happens to a red circle reflected?

  • Answer: Yellow circle reflected.

93. Shape Progression with Size and Color Analogy:

Example:
Small red circleMedium blue circle, what happens to a small green square?

  • Answer: Medium yellow square.

94. Shape Transformation and Size Analogy:

Example:
Small squareMedium square, what happens to a small triangle?

  • Answer: Medium triangle.

95. Shape Reflection and Size Analogy:

Example:
Small circle reflectedMedium circle reflected, what happens to a small square reflected?

  • Answer: Medium square reflected.

96. Shape Color and Rotation Analogy:

Example:
Red triangle rotated 180°Green triangle rotated 180°, what happens to a blue square rotated 180°?

  • Answer: Yellow square rotated 180°.

97. Shape Progression with Rotation and Symmetry Analogy:

Example:
Circle rotated 90°Square rotated 90°, what happens to a triangle rotated 90°?

  • Answer: Pentagon rotated 90°.

98. Shape Size and Symmetry Change Analogy:

Example:
Small square with 4 lines of symmetryMedium square with 4 lines of symmetry, what happens to a small circle with infinite lines of symmetry?

  • Answer: Medium circle with infinite lines of symmetry.

99. Shape Rotation and Pattern Change Analogy:

Example:
Square rotated 180°Triangle rotated 180°, what happens to a circle rotated 180°?

  • Answer: Hexagon rotated 180°.

100. Shape Reflection and Rotation Analogy:

Example:
Right-facing triangle reflected and rotatedLeft-facing triangle reflected and rotated, what happens to a right-facing square reflected and rotated?

  • Answer: Left-facing square reflected and rotated.

101. Shape Rotation and Symmetry Analogy:

Example:
Right-angled triangle rotated 90°Square rotated 90°, what happens to a circle rotated 90°?

  • Answer: Hexagon rotated 90°.

102. Shape Reflection and Size Progression Analogy:

Example:
Small triangle reflectedMedium triangle reflected, what happens to a small square reflected?

  • Answer: Medium square reflected.

103. Shape and Pattern Transformation Analogy:

Example:
Square with 1 diagonal line insideCircle with 1 diagonal line inside, what happens to a triangle with 1 diagonal line inside?

  • Answer: Pentagon with 1 diagonal line inside.

104. Shape and Rotation Symmetry Analogy:

Example:
Circle with 4 lines of symmetry rotated 90°Square with 4 lines of symmetry rotated 90°, what happens to a triangle with 3 lines of symmetry rotated 90°?

  • Answer: Pentagon with 5 lines of symmetry rotated 90°.

105. Shape and Color Transition Analogy:

Example:
Red squareBlue square, what happens to a green circle?

  • Answer: Yellow circle.

106. Shape and Symmetry Evolution Analogy:

Example:
Triangle with 1 line of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

107. Shape Size and Rotation Analogy:

Example:
Small square rotated 180°Medium square rotated 180°, what happens to a small circle rotated 180°?

  • Answer: Medium circle rotated 180°.

108. Shape Reflection and Color Change Analogy:

Example:
Red square reflectedBlue square reflected, what happens to a yellow triangle reflected?

  • Answer: Green triangle reflected.

109. Shape Rotation and Reflection Analogy:

Example:
Square rotated 90°Circle rotated 90°, what happens to a triangle rotated 90°?

  • Answer: Pentagon rotated 90°.

110. Shape Symmetry Increase Analogy:

Example:
Triangle with 3 lines of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

111. Shape and Size Increase with Reflection Analogy:

Example:
Small triangle reflectedMedium triangle reflected, what happens to a small square reflected?

  • Answer: Medium square reflected.

112. Shape Rotation and Color Analogy:

Example:
Red triangle rotated 90°Blue triangle rotated 90°, what happens to a green square rotated 90°?

  • Answer: Yellow square rotated 90°.

113. Shape Color and Size Change Analogy:

Example:
Small red circleMedium blue circle, what happens to a small green square?

  • Answer: Medium yellow square.

114. Shape Rotation and Symmetry Change Analogy:

Example:
Square rotated 45°Circle rotated 45°, what happens to a triangle rotated 45°?

  • Answer: Pentagon rotated 45°.

115. Shape and Color Transformation with Rotation Analogy:

Example:
Red square rotated 180°Blue square rotated 180°, what happens to a yellow circle rotated 180°?

  • Answer: Green circle rotated 180°.

116. Shape Reflection and Rotation Analogy:

Example:
Right-facing triangle reflected and rotatedLeft-facing triangle reflected and rotated, what happens to a right-facing square reflected and rotated?

  • Answer: Left-facing square reflected and rotated.

117. Shape and Pattern Progression Analogy:

Example:
Circle with 2 lines insideSquare with 3 lines inside, what happens to a triangle with 4 lines inside?

  • Answer: Pentagon with 5 lines inside.

118. Shape and Size Growth Analogy:

Example:
Small square rotated 45°Medium square rotated 45°, what happens to a small triangle rotated 45°?

  • Answer: Medium triangle rotated 45°.

119. Shape and Symmetry Progression Analogy:

Example:
Triangle with 1 line of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

120. Shape and Pattern Evolution Analogy:

Example:
Small triangle with 1 vertical line insideMedium square with 2 vertical lines inside, what happens to a small circle with 3 vertical lines inside?

  • Answer: Medium circle with 3 vertical lines inside.

121. Shape Rotation with Symmetry Change Analogy:

Example:
Circle with 1 line of symmetry rotated 90°Square with 4 lines of symmetry rotated 90°, what happens to a triangle with 3 lines of symmetry rotated 90°?

  • Answer: Pentagon with 5 lines of symmetry rotated 90°.

122. Shape Transformation with Size Change Analogy:

Example:
Small circleMedium circle, what happens to a small triangle?

  • Answer: Medium triangle.

123. Shape Rotation with Reflection and Color Analogy:

Example:
Red square rotated 180° and reflectedBlue square rotated 180° and reflected, what happens to a yellow triangle rotated 180° and reflected?

  • Answer: Green triangle rotated 180° and reflected.

124. Shape Symmetry with Rotation Analogy:

Example:
Square with 4 lines of symmetry rotated 90°Circle with infinite lines of symmetry rotated 90°, what happens to a triangle with 3 lines of symmetry rotated 90°?

  • Answer: Pentagon with 5 lines of symmetry rotated 90°.

125. Shape Progression with Rotation and Symmetry Analogy:

Example:
Circle rotated 90° with 2 lines of symmetrySquare rotated 90° with 4 lines of symmetry, what happens to a triangle rotated 90° with 3 lines of symmetry?

  • Answer: Pentagon rotated 90° with 5 lines of symmetry.

126. Shape Rotation with Color Analogy:

Example:
Red square rotated 90°Blue square rotated 90°, what happens to a green circle rotated 90°?

  • Answer: Yellow circle rotated 90°.

127. Shape and Symmetry Progression Analogy:

Example:
Triangle with 3 lines of symmetrySquare with 4 lines of symmetry, what happens to a circle?

  • Answer: Circle with infinite lines of symmetry.

128. Shape Size and Color Progression Analogy:

Example:
Small red circleMedium blue circle, what happens to a small yellow square?

  • Answer: Medium green square.

129. Shape Reflection and Rotation Analogy:

Example:
Triangle reflected and rotated 90°Square reflected and rotated 90°, what happens to a circle reflected and rotated 90°?

  • Answer: Hexagon reflected and rotated 90°.

130. Shape Symmetry and Rotation Analogy:

Example:
Square rotated 180° with 4 lines of symmetryCircle rotated 180° with infinite lines of symmetry, what happens to a triangle rotated 180° with 3 lines of symmetry?

  • Answer: Pentagon rotated 180° with 5 lines of symmetry.

131. Shape Increase and Color Change Analogy:

Example:
Small red squareMedium blue square, what happens to a small green triangle?

  • Answer: Medium yellow triangle.

132. Shape Rotation with Symmetry Increase Analogy:

Example:
Circle rotated 90° with 1 line of symmetrySquare rotated 90° with 4 lines of symmetry, what happens to a triangle rotated 90° with 3 lines of symmetry?

  • Answer: Pentagon rotated 90° with 5 lines of symmetry.

133. Shape Reflection and Color Change Analogy:

Example:
Red square reflectedBlue square reflected, what happens to a green triangle reflected?

  • Answer: Yellow triangle reflected.

134. Shape Rotation and Color Change Analogy:

Example:
Red square rotated 180°Green square rotated 180°, what happens to a blue circle rotated 180°?

  • Answer: Yellow circle rotated 180°.

135. Shape Size and Symmetry Change Analogy:

Example:
Small circle with 1 line of symmetryMedium circle with 1 line of symmetry, what happens to a small square with 4 lines of symmetry?

  • Answer: Medium square with 4 lines of symmetry.

136. Shape Rotation with Symmetry Analogy:

Example:
Square rotated 90° with 4 lines of symmetryCircle rotated 90° with infinite lines of symmetry, what happens to a triangle rotated 90° with 3 lines of symmetry?

  • Answer: Pentagon rotated 90° with 5 lines of symmetry.

137. Shape Reflection with Size Increase Analogy:

Example:
Small triangle reflectedMedium triangle reflected, what happens to a small square reflected?

  • Answer: Medium square reflected.

138. Shape Rotation and Symmetry Analogy:

Example:
Square rotated 90° with 4 lines of symmetryCircle rotated 90° with infinite lines of symmetry, what happens to a triangle rotated 90° with 3 lines of symmetry?

  • Answer: Pentagon rotated 90° with 5 lines of symmetry.

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