Solve for w in terms of t, u, v, and x.
xv=wut

[tex]w=\frac{xv}{ut}[/tex]
Answer:
r = 12
Step-by-step explanation:
[tex]xv=wut\\\\\huge\boxed{w=\frac{xv}{ut}}\\\\\frac{r}{4} -1=2\\\\\frac{r}{4} = 2+1\\\\\frac{r}{4} =3\\\\r = 4\times 3\\\huge\boxed{r = 12}[/tex]