# I need help with his assignment ASAP!!!?

5. Perform these transformations on ∆TRL and compute the perimeter of the pre-image and final image.

a. Rotate ∆TRL 180° about the origin and label the resulting image ∆T’ R’ L’.

b. Reflect ∆T’ R’ L’ across the y-axis and label the resulting image ∆T’’ R’’ L’’.

c. Translate ∆T’’ R’’ L’’ according to (x, y) (x + 3, y – 3) and label the image ∆T’’’ R’’’ L’’’.

Answer:

a. Rotate ∆TRL 180° about the origin and label the resulting image ∆T’ R’ L’.

b. Reflect ∆T’ R’ L’ across the y-axis and label the resulting image ∆T’’ R’’ L’’.

c. Translate ∆T’’ R’’ L’’ according to (x, y) (x + 3, y – 3) and label the image ∆T’’’ R’’’ L’’’.

Answer:

Below is the recommendation and reference answer for question "I need help with his assignment ASAP!!!?" It was collected and sorted by the editor of this site but not sure the answer is entirely accurate.

2. Provide the reasons for the proof.

Given: RUMH is a rhombus.

RUBM is a rhombus.

Prove-

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