Rigid Transformations Quiz

What is the definition of rigid transformations?

• Movements that preserve the shape and size of a figure.

• Movements that change the size of a figure.

• Movements that change the shape of a figure.

• Movements that change both shape and size of a figure.

Which of the following is a type of rigid transformation?

• Translation

• Dilation

• Scaling

• Shearing

What does translation involve in rigid transformations?

• Moving a figure without rotating or flipping it.

• Rotating a figure around a point.

• Flipping a figure over a line.

• Changing the size of a figure.

What is reflection in the context of rigid transformations?

• Flipping a figure over a line to create a mirror image.

• Rotating a figure around a fixed point.

• Moving a figure in a straight line.

• Changing the size of a figure.

What happens to the size and shape of a figure during a translation?

• The figure does not change size or shape.

• The figure changes size.

• The figure changes shape.

• The figure changes both size and shape.

In a translation, how do the points of a figure move?

• Each point moves the same distance in the same direction.

• Each point moves a different distance.

• Each point rotates around a center.

• Each point flips over a line.

Which of the following is NOT a property of rotation?

• The figure turns around a fixed point.

• The figure changes size.

• The figure maintains its shape.

• The figure rotates by a specific angle.

What is the result of a 270° clockwise rotation?

• The figure is upside down.

• The figure is in its original position.

• The figure is rotated 90° counterclockwise.

• The figure is rotated 180° clockwise.

According to the Triangle Sum Theorem, what is the sum of the interior angles of a triangle?

• 180°

• 90°

• 360°

• 270°

Which angles are equal when parallel lines are cut by a transversal?

• Corresponding, alternate interior, alternate exterior

• Consecutive interior, consecutive exterior

• Vertical, horizontal

• None of the above