Question

2. Consider the following equation x = rh/y Part A: Solve the equation for h.​

Answer 1

h = –xy + r

Explanation:

Given the equation,
`x = (r-h)/(y)`:

To solve for h:

Multiply both sides of the equation by y to cancel the fraction on the right-hand side:

`x (y) = ((r-h)/(y)) (y)`

`xy = r - h`

Next, subtract r from both sides:

xy – r = r – r – h

xy – r = – h

Next, divide both sides by -1 to solve for h:

`(xy - r)/(-1) = (-h)/(-1)`

Therefore, the equation for h is:

h = –xy + r