Question

solve for u in terms of v, w, and x.
x = -u w v
u =

Explanation:

Step1: Start with the equation \( x = -u w v \)

We need to isolate \( u \). First, we can divide both sides by \( -w v \) (assuming \( w
eq 0 \) and \( v
eq 0 \)) to solve for \( u \).

Step2: Divide both sides by \(-wv\)

\( \frac{x}{-wv} = \frac{-u w v}{-w v} \)
Simplifying the right - hand side, the \(-w v\) terms cancel out, leaving us with \( u=\frac{x}{-wv}=-\frac{x}{wv} \)

Answer:

\( -\frac{x}{wv} \)