h=  $$\frac{S}{2\pi r}$$  

h =  $$S2\pi r$$  

h =  $$S-2\pi r$$  

h =  $$\frac{2\pi r}{S}$$  

$$h=V-\pi r^2$$  

$$h=2V\pi r$$  

$$h=\frac{2V}{\pi}$$  

$$h=\frac{V}{\pi r^2}$$  

(C-x)/x = v

(C+x)/x = v

(-C-x)/x = v

(Cx)/x = v

$$x\ =\frac{y+1}{15}$$  

$$x\ =\frac{y-15}{1}$$  

$$x\ =\frac{y-1}{15}$$  

$$x\ =\frac{y+15}{1}$$  

$$x\ =\ \frac{c+b}{a}$$  

$$x\ =\ \frac{c-b}{a}$$  

$$x\ =\ \frac{a+b}{c}$$  

$$x\ =\ \frac{c+a}{b}$$  

$$y=\frac{9+w}{x}$$  

$$y=\frac{9-x}{w}$$  

$$y=\frac{9-w}{x}$$  

$$y=\frac{9+x}{wy}$$  

$$x=\ \frac{3t+4y}{m}$$  

$$x=\frac{3t-4y}{m}$$  

$$x=\frac{3m-4y}{t}$$  

$$x=\frac{3y+4t}{m}$$  

$$l=\frac{Vw}{h}$$  

$$l=\frac{V}{wh}$$  

$$l=\frac{Vh}{w}$$  

$$l=\frac{wh}{V}$$  

$$r=\frac{C}{2\pi}$$  

$$r=C+2\pi$$  

$$r=C-2\pi$$  

$$r=2\pi C$$  

$$R=IV$$  

$$R=\frac{I}{V}$$  

$$R=\frac{V}{I}$$  

$$R=V-I$$  

$$A=\frac{W}{L}$$  

$$A=LW$$  

$$A=W+L$$  

$$A=W-L$$  

Subtract B from each side.

Divide each side by Ax.

Divide each side by B.

Subtract Ax from each side.

$$y=\frac{10}{c}$$    

$$y=10-c$$  

$$y=10c$$  

$$y=10+c$$