$C\ -\ \pi=d$

$C\ +\ \pi=d$

$\pi C=d$

$\frac{C}{\pi}=d$

$A-\frac{1}{2}a\ =\ p$

$\frac{2A}{a}=p$

$\frac{A}{2a}=p$

$2A-a\ =\ p$

$LA-2\pi h\ =\ r$

$\frac{LA}{2\pi h}=\ r$

$\frac{LA}{2}-\pi h\ =\ r$

$\frac{2LA}{\pi h}=\ r$

V - πr² = h

V + πr² = h

$$\frac{V}{π}=h$$

a = pw

a = p/w

a = w/p

a = w + p

$$A-\frac{1}{2}a\ =\ p$$

$$\frac{2A}{a}=p$$

$$\frac{A}{2a}=p$$

$$2A-a\ =\ p$$

$$V\ -l-w\ =\ h$$

$$V-lw\ =\ h$$

$$\frac{V}{lw}=\ h$$

$$V-\frac{l}{w}=h$$

x = g-6

$$x\ =\ \frac{g}{6}$$

$$6g=x$$

x=6+6

$$x\ =\ \frac{u}{k}$$  

x

x = u - k

$$x\ =\ \frac{k}{u}$$  

x = u + k

$$a\ =\frac{1}{3m}$$  

a = 4 -12m

$$a\ =\ \frac{12m}{4}$$  

$$a\ =\ 12m\ -\ 4$$  

$$k=6x\ -4$$  

$$k\ =\ \frac{\left(x-6\right)}{4}$$  

k = 24-x

$$k=\ 4-6x$$  

$$x\ =\ \frac{y}{z}$$  

$$x\ =\ \frac{z}{y}$$  

$$x\ =\ yz$$  

$$x\ =\ y\ -\ z$$  

$$x\ =\ \frac{c+b}{a}$$  

$$x\ =\ \frac{c-b}{a}$$  

$$x\ =\ \frac{a+b}{c}$$  

$$x\ =\ \frac{c+a}{b}$$  

$$l=\frac{Vw}{h}$$  

$$l=\frac{V}{wh}$$  

$$l=\frac{Vh}{w}$$  

$$l=\frac{wh}{V}$$