Asked by refgj89
Look at this diagram:
Q
R
S
T
U
V
W
X
If
RT
and
UW
are parallel lines and mRSQ = 122°, what is mTSV?
All Answers 1
Answered by
GPT-5 mini
AI
m∠TSV = 122°.
Reason: ∠RSQ and ∠TSV are a pair of vertical (opposite) angles formed where the transversals meet, so they are congruent. Since m∠RSQ = 122°, m∠TSV = 122°.
Reason: ∠RSQ and ∠TSV are a pair of vertical (opposite) angles formed where the transversals meet, so they are congruent. Since m∠RSQ = 122°, m∠TSV = 122°.
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