Question

review the unit vocabulary. use speaking and writing. look up the meaning of any terms you do not kn
math vocabulary
center of rotation
line of reflection
clock
congruent
reflection
counte
corresponding sides
rigid transformation
origina
image
rotation
perform
use the unit vocabulary to complete the problems.
1 describe a possible sequence of transformations that maps figure abcde onto
figure abcde. use at least two math or academic vocabulary terms in your
answer. underline each term you use.

Explanation:

To map Figure \( ABCDE \) onto \( A'B'C'D'E' \), we can use a reflection (a type of transformation that flips a figure over a line) and a rotation (a transformation that turns a figure around a point). First, reflect the figure over the \( y \)-axis. Then, rotate the reflected figure clockwise around the origin. Since these are rigid transformations (transformations that preserve shape and size), the two figures are congruent (same shape and size).

Answer:

First, \(\underline{\text{reflect}}\) Figure \( ABCDE \) over the \( y \)-axis. Then, \(\underline{\text{rotate}}\) the reflected figure clockwise around the origin. Because these are \(\underline{\text{rigid transformations}}\), Figure \( ABCDE \) and \( A'B'C'D'E' \) are \(\underline{\text{congruent}}\).