# How do you solve for M in T(J+M)=KL ?

Mar 11, 2016

$M = \frac{K L}{T} - J$

#### Explanation:

$1$. Start by dividing T from both sides.

$T \left(J + M\right) = K L$

$\frac{T \left(J + M\right)}{\textcolor{red}{T}} = \frac{K L}{\textcolor{red}{T}}$

$2$. Simplify.

$J + M = \frac{K L}{T}$

$3$. Subtract J from both sides.

$J$ $\textcolor{red}{- J} + M = \frac{K L}{T}$ $\textcolor{red}{- J}$

$4$. Simplify.

$\textcolor{g r e e n}{| \overline{\underline{\textcolor{w h i t e}{\frac{a}{a}} M = \frac{K L}{T} - J \textcolor{w h i t e}{\frac{a}{a}} |}}}$