What is the primary objective of the lesson on congruence and transformations?

• To learn about different types of angles

• To identify congruency using transformations

• To solve algebraic equations

• To understand the properties of circles

Which transformation involves flipping a figure over a line?

• Rotation

• Translation

• Reflection

• Scaling

If two figures cannot be made to match exactly through transformations, what can be concluded?

• They are not congruent

• They are similar

• They are congruent

• They are identical

What remains unchanged when a figure is translated?

• Orientation

• Size

• Length

• Color

How does the orientation of a figure change when it is reflected?

• It is rotated

• It is enlarged

• It is reversed

• It remains the same

What is the effect of a rotation on a figure's orientation?

• It is completely changed

• It is reversed

• It remains unchanged

• It is flipped

Which transformation involves sliding a figure to a new position?

• Rotation

• Translation

• Dilation

• Reflection

What is the result of applying a rotation followed by a translation to a figure?

• The figure is reflected

• The figure is distorted

• The figure is congruent to the original

• The figure is enlarged

What should be analyzed to determine the transformation that maps one figure onto another?

• The orientation or relative position of the figures

• The texture of the figures

• The size of the figures

• The color of the figures

What is the final step in determining if two figures are congruent?

• Measuring their angles

• Applying a series of transformations

• Checking their color

• Comparing their areas