Question

the formula $a = \frac{s + 2d+3t + 4h}{b}$ gives the slugging percentage of a baseball player, where $s$ is the number of singles, $d$ is the number of doubles, $t$ is the number of triples, $h$ is the number of home runs, and $b$ is the number of times at bat. solve for $h$ in terms of $a$, $s$, $d$, $t$, and $b$.

Explanation:

Step1: Multiply both sides by b

$A\times b=\frac{s + 2d+3t + 4h}{b}\times b$
$Ab=s + 2d+3t + 4h$

Step2: Isolate the term with h

$4h=Ab - s-2d - 3t$

Step3: Solve for h

$h=\frac{Ab - s-2d - 3t}{4}$

Answer:

$h=\frac{Ab - s-2d - 3t}{4}$