How do you solve for r in $K = \frac{a r}{p}$ $K= (ar)/ p$ ?

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How do you solve for r in $K = \frac{a r}{p}$ $K= (ar)/ p$ ?

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Answer 1 · 2018-03-17T10:33:08

$r = \frac{K p}{a}$ $r=(Kp)/a$

Explanation:

$multiply both sides of the equation by p$ $"multiply both sides of the equation by p"$

$rArrKp=cancel(p)xx(ar)/cancel(p)$

$rArrar=Kp$

$"divide both sides by a"$

$(cancel(a) r)/cancel(a)=(Kp)/a$

$rArrr=(Kp)/a$

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How do you solve for r in $K = \frac{a r}{p}$ $K= (ar)/ p$ ?

1 Answer

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How do you solve for r in $K = \frac{a r}{p}$ $K= (ar)/ p$ ?