How do you solve for z: in $x = y - \frac{z}{5}$ $x=y-z/5$ ?

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Answer 1 · 2018-04-11T01:31:27

$z = - 5 (x - y)$ $z=-5(x-y)$

$x = y - \frac{z}{5}$ $x=y-z/5$
$x - y = - \frac{z}{5}$ $x-y=-z/5$
$- 5 (x - y) = z$ $-5(x-y)=z$

How do you solve for z: in x=y−z5x=y-z/5?