If arc sq = 92° and arc qr = 86°, what is the measure of ∠rps?
2 answers:
If
arc sq = 92° and arc qr = 86°, what is the measure of ∠rps?
The question is what is the measure of ∠rps, perhaps
measure of ∠rqs because p is not in the hypothesis
So the solution is measure of ∠rqs = measure of arc
sq + measure of arc qr
<span>Finally
∠rqs= 92° + 86° = 178°</span>
Answer: D) 45 degrees
Step-by-step explanation:
First, find arc RS.
arc RS = 360 - 92 - 86 = 182
then,
∠RPS = 1/2(arc RS - arc SQ)
∠RPS = 1/2(182 - 92)
∠RPS = 1/2(90)
∠RPS = 45°
cr. USA Test Prep
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