gavin wrote the equation $p = \\frac{3(s + 100)}{4}$ to represent $p$, the profit he makes from $s$ sales in…

gavin wrote the equation $p = \\frac{3(s + 100)}{4}$ to represent $p$, the profit he makes from $s$ sales in his lawn - mowing business. which equation is solved for $s$?\n$\\circ s=\\frac{p - 100}{3}$\n$\\circ s = \\frac{4p-300}{3}$\n$\\circ s=\\frac{4p}{300}$\n$\\circ s = \\frac{400p}{3}$

gavin wrote the equation $p = \\frac{3(s + 100)}{4}$ to represent $p$, the profit he makes from $s$ sales in his lawn - mowing business. which equation is solved for $s$?\n$\\circ s=\\frac{p - 100}{3}$\n$\\circ s = \\frac{4p-300}{3}$\n$\\circ s=\\frac{4p}{300}$\n$\\circ s = \\frac{400p}{3}$

Answer

Explanation:

Step1: Multiply both sides by 4

$4p = 3(s + 100)$

Step2: Expand the right - hand side

$4p=3s + 300$

Step3: Subtract 300 from both sides

$4p-300 = 3s$

Step4: Divide both sides by 3

$s=\frac{4p - 300}{3}$

Answer:

$s=\frac{4p - 300}{3}$ (corresponding to the second option in the multiple - choice list)