anastasia uses the equation $p = 0.7(rh + b)$ to estimate the amount of take - home pay, $p$, for $h$ hours…

anastasia uses the equation $p = 0.7(rh + b)$ to estimate the amount of take - home pay, $p$, for $h$ hours worked at a rate of $r$ dollars per hour and any bonus received, $b$. what is an equivalent equation solved for $h$? $h=(\frac{p}{0.7}-b)div r$ $h=\frac{p}{0.7}-bdiv r$ $h = (\frac{p}{0.7})div r - b$ $h=\frac{p - b}{0.7}div r$

anastasia uses the equation $p = 0.7(rh + b)$ to estimate the amount of take - home pay, $p$, for $h$ hours worked at a rate of $r$ dollars per hour and any bonus received, $b$. what is an equivalent equation solved for $h$? $h=(\frac{p}{0.7}-b)div r$ $h=\frac{p}{0.7}-bdiv r$ $h = (\frac{p}{0.7})div r - b$ $h=\frac{p - b}{0.7}div r$

Answer

Explanation:

Step1: Divide both sides by 0.7

$\frac{p}{0.7}=rh + b$

Step2: Subtract b from both sides

$\frac{p}{0.7}-b=rh$

Step3: Divide both sides by r

$h = (\frac{p}{0.7}-b)\div r$

Answer:

$h = (\frac{p}{0.7}-b)\div r$