Reflecting Shapes in the X-Axis and Y-Axis
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Questions and Answers

Match the correct reflection of shape A with the corresponding axis:

x-axis = Reflecting the shape across the horizontal axis y-axis = Reflecting the shape across the vertical axis Diagonal = Reflecting the shape across the diagonal line None = No reflection is possible

Identify the correct reflection of shape A in the diagram:

Diagram a = Correct reflection in the x-axis Diagram b = Correct reflection in the y-axis Diagram c = Incorrect reflection in the x-axis Diagram d = Incorrect reflection in the y-axis

What is the result of reflecting shape A in the x-axis?

The shape is flipped upside down = The shape is mirrored across the x-axis The shape is rotated by 90 degrees = The shape is turned clockwise by 90 degrees The shape remains unchanged = The shape is not affected by the reflection The shape is flipped to the right = The shape is mirrored across the y-axis

What is the purpose of reflecting shape A in the y-axis?

<p>To flip the shape horizontally = To reflect the shape across the vertical axis To rotate the shape by 90 degrees = To turn the shape clockwise by 90 degrees To enlarge the shape = To increase the size of the shape To change the shape's orientation = To modify the shape's position</p> Signup and view all the answers

What is the benefit of reflecting shape A in the x-axis or y-axis?

<p>It creates a symmetrical shape = It produces a mirrored image It changes the shape's dimensions = It modifies the shape's size It rotates the shape by 90 degrees = It turns the shape clockwise by 90 degrees It creates a duplicate shape = It produces an identical shape</p> Signup and view all the answers

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