Triangle PQR was changed to create triangle STU.

Determine if triangle PQR is similar to triangle STU.

A.

Triangle PQR is similar to triangle STU because dilation (x, y) to (4x, 4y) maps triangle PQR to triangle STU.

B.

Triangle PQR is similar to triangle STU because dilation (x, y) to (0.25x, 0.25y) maps triangle PQR to triangle STU.

C.

Triangle PQR is not similar to triangle STU because geometric stretch (x, y) to (0.25x, 0.75y) maps triangle PQR to triangle STU.

D.

Triangle PQR is not similar to triangle STU because geometric stretch (x, y) to (0.25x, y) maps triangle PQR to triangle STU.

Question

Mathematics

Reese Frank

7 September, 23:48

Triangle PQR was changed to create triangle STU.

Determine if triangle PQR is similar to triangle STU.

A.

Triangle PQR is similar to triangle STU because dilation (x, y) to (4x, 4y) maps triangle PQR to triangle STU.

B.

Triangle PQR is similar to triangle STU because dilation (x, y) to (0.25x, 0.25y) maps triangle PQR to triangle STU.

C.

Triangle PQR is not similar to triangle STU because geometric stretch (x, y) to (0.25x, 0.75y) maps triangle PQR to triangle STU.

D.

Triangle PQR is not similar to triangle STU because geometric stretch (x, y) to (0.25x, y) maps triangle PQR to triangle STU.

+2

Answers (1)

Know the Answer?

Nathan Cannon · Answer 1

Triangle PQR is similar to triangle STU because dilation (x, y) to (0.25x, 0.25y) maps triangle PQR to triangle STU.

Step-by-step explanation:

dont need one