Solve the inequality W > Y plus H all divided by P for H.
W divided by P – Y > H
W times P divided by Y > H
WP – Y > H
W + P – Y > H
W > (Y+H)/P
PW > Y+H
PW - Y > H , if P is positive
yes, it looks like c)
I think it is c
but i don't know, please help @ms.sue
To solve the inequality W > (Y + H) / P for H, we need to isolate H on one side of the inequality.
Let's go through each step:
Step 1: Start with the inequality W > (Y + H) / P.
Step 2: Multiply both sides of the inequality by P to eliminate the denominator:
W * P > Y + H.
Step 3: Expand the left side by distributing:
WP > Y + H.
Step 4: Subtract Y from both sides of the inequality:
WP - Y > H.
Therefore, the solution for H is H < WP - Y.
Note that when multiplying or dividing both sides of an inequality by a negative number, the direction of the inequality would be reversed.