Question

Solve the inequality W > Y Plus H all divided by P for H

Answer 1

Answer:

W - Y > H

Or

H < W - Y

Step-by-step explanation:

From the word problem/ information given from the problem, we can formulate a full inequality:

$\frac{W > Y+H}{P}$

And we are trying to solve for H:

What we must do is solve by following the process of PEMDAS

P - () (Parenthesis)

E - $x^{2}$ (Exponents)

M - x (Multiply)

D - $\frac{x}{y}$ (Division)

A - + (Addition)

S - [-] (Subtraction)

1) Look through PEMDAS until you notice one:

We find that there is Division!

In order to get one step closer to finding H, we must do the opposite of dividing which is multiplying:

P($\frac{W > Y+H}{P}$)

This will cancel out P, leaving you with:

${W > Y+H}$

2) Now we must get H alone by subtracting Y on both sides:

${W > Y+H}$

-Y  - Y

---------------

W - Y > H

Your final answer is W - Y > H