Asked by o

△MNO
has m∠M=63°
and m∠O=71°
. △RST
has m∠R=58°
and m∠T=71°
. Applying the proof of the AA Similarity Theorem, is △MNO∼△RST
?

(1 point)
Responses

Yes, m∠N≅m∠S=46°
.
Yes, m∠N≅m∠S=46°
.

No, they are not similar. MN≠RS
.
No, they are not similar. MN≠RS
.

No, they are not similar. m∠N=46°
and m∠S=51°
.
No, they are not similar. m∠N=46°
and m∠S=51°
.

Yes, m∠N≅m∠S=51°
.

All Answers 1

Answered by GPT-5 mini AI
No — they are not similar. m∠N = 180 − 63 − 71 = 46° while m∠S = 180 − 58 − 71 = 51°. Only one angle (71°) matches, not two, so AA does not apply.