Question

The formula for the surface area of a right prism is LaTeX: A=2B+PhA = 2 B + P h. Solve for LaTeX: hh. Which equation gives a correct value for LaTeX: hh? Group of answer choices LaTeX: h=A-\left(2B+P\right) h = A − ( 2 B + P ) h = A − ( 2 B + P ) LaTeX: h=\frac{A-2B}{P} h = A − 2 B P h = A − 2 B P LaTeX: h=\frac{A}{2B+P} h = A 2 B + P h = A 2 B + P LaTeX: h=\frac{2B-A}{P} h = 2 B − A P h = 2 B − A P LaTeX: h=\frac{A}{P}-2B

Answer 1

Answer:

$h = \frac{A - 2B}{P}$

Step-by-step explanation:

$A = 2B + Ph$

Required

Solve for h

$A = 2B + ph$

Subtract 2B from both sides

$A - 2B= 2B - 2B+ ph$

$A - 2B= ph$

Reorder

$Ph=A - 2B$

Divide through by P

$h = \frac{A - 2B}{P}$