untitled

Solve for x:         g=6x

• x = g-6

• $x\ =\ \frac{g}{6}$

• $6g=x$

• x=6+6

Solve for a:      g = ca

•  $a\ =\frac{g}{c}$  

•  $a\ =\ \frac{c}{g}$  

• a = c-g

• a = c + g

Solve for x:             z = m-x

• 
  

  $x\ =\ z\ -\ m$
  

• $x\ =\ m\ -\ z$

Solve for x: u = 2x - 2

• $x\ =\ u-1$

• $x\ =\ \frac{2}{u}\ +2$

• x $x\ =\ \frac{\left(u-2\right)}{2}$

• $x\ =\ \frac{u}{2}+1$

Solve for x:            u = x - k

•  $x\ =\ \frac{u}{k}$  

  x

• x = u - k

•  $x\ =\ \frac{k}{u}$  

• x = u + k

Solve for a:            12am = 4

•  $a\ =\frac{1}{3m}$  

• a = 4 -12m

•  $a\ =\ \frac{12m}{4}$  

•  $a\ =\ 12m\ -\ 4$  

Solve for a:      $u\ =\ \frac{\left(ak\right)}{b}$  

• a = ukb

• a = uk + b

•  $a\ =\ \frac{\left(ub\right)}{k}$  

•  $a\ =\ \frac{k}{ub}$  

Solve for a: a - c = d - r

• a = d - r + c

• $a\ =\ \frac{\left(d-r\right)}{c}$

• a = d + rc

• a = d - r - c

Solve for x: xm = np

• $x\ =\ \frac{\left(mp\right)}{n}$

• $x\ =\frac{\left(mn\right)}{p}$

• $x\ =\ \frac{\left(np\right)}{m}$

 $x\ =\ \frac{\left(4-k\right)}{6}$  

Solve for k:

•  $k=6x\ -4$  

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

• k = 24-x

•  $k=\ 4-6x$