How do you solve $15 + 13 v = - 2 v$ $15+ 13v = - 2v$ ?

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Answer 1 · 2017-10-14T05:59:27

$v = - 1$ $v=-1$

$15 + 13 v = - 2 v$ $15+13v=-2v$

First, you need to put everything with $v$ $v$ on one side:

$15 = - 15 v$ $15=-15v$

Flip the equation around to put $v$ $v$ on the left hand side:

$- 15 v = 15$ $-15v=15$

Isolate $v$ $v$ by dividing by $- 15$ $-15$ :

$\frac{- 15 v}{- 15} = \frac{15}{- 15}$ $(-15v)/(-15)=15/(-15)$

$v = - 1$ $v=-1$

How do you solve 15+13v=−2v15+ 13v = - 2v?