In triangle PQR, p equals what.

1) (r sin P) / sin Q

2) (r sin P) / sin R

3) (r sin R) / sin P

4) (q sin R) / sin Q

The correct answer is 3.

The formula for the law of sines is the following:

P/sin P = Q/sin Q = R/sin R

So, if you break these up into two different equations, you will have:

P/sin P = Q/sin Q and P/sin P = R/sin R

To solve, get P alone on one side of the equation by multiplying the other side by sin P:

P = Q sin P/sin Q and P = R sin P/sin R

When you look at the answers, you'll see that the second equation is an option.