SOLUTION: Find the length of the indicated side of triangle PQR.
1. The measure of Q= 90, measure of P=53 QR= 197, PR=? (find what PR equals)
I just need an equation to solve this us
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-> SOLUTION: Find the length of the indicated side of triangle PQR.
1. The measure of Q= 90, measure of P=53 QR= 197, PR=? (find what PR equals)
I just need an equation to solve this us
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Question 109958: Find the length of the indicated side of triangle PQR.
1. The measure of Q= 90, measure of P=53 QR= 197, PR=? (find what PR equals)
I just need an equation to solve this using trig. Answer by scott8148(6628) (Show Source):
You can put this solution on YOUR website! since Q=90, this is a right triangle with PR as the hypotenuse and QR the side opposite angle P
using trig, sin P=QR/PR ... so PR=QR/(sin P) ... PR=197/(sin 53)
