Question

given right triangle pqr, which represents the value of sin(p)?
(\frac{rp}{rq})
(\frac{rp}{pq})
(\frac{rq}{pq})
(\frac{rq}{pr})

Explanation:

Step1: Identify right angle

Right angle at R (square symbol), hypotenuse PQ.

Step2: Define sin(P)

sin(P) = opposite/hypotenuse. Opposite side to P is RQ.

Step3: Calculate ratio

sin(P) = RQ/PQ.

Answer:

C. RQ/PQ