Question

solve for r in terms of p, q, and s.

$s = -qpr$

$r = \square$

Explanation:

Step1: Identify the equation

We have the equation \( s = -qpr \).

Step2: Isolate \( r \)

To solve for \( r \), we need to divide both sides of the equation by \( -qp \) (assuming \( -qp
eq 0 \)).
So, \( \frac{s}{-qp}=r \), which can be rewritten as \( r = -\frac{s}{qp} \) or \( r=\frac{s}{-qp} \).

Answer:

\( r = \frac{s}{-qp} \) (or equivalently \( r = -\frac{s}{qp} \))