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
if p > 0
pw > y+h
h < pw - y
if p<0
pw < Y+h
h > pw-y
so it would be c
c) seems to ignore the case when P is negative.
The question is poorly stated.
e.g. if w = 100, y = 20, h = 40, p = 2
then 100 > (20+40)/2 , the original, is true
and
200 - 20 > 40 is true, but
if w = 100, y = 20, h = 40, p = -2
100 > (20+40)/-2 is still true, but
-200 - 20 > 40 is false
however my answers fit both situations.
yall all are dumb
To solve the inequality W > (Y + H) / P for H, we want to isolate H on one side of the inequality sign.
1. Start with the inequality: W > (Y + H) / P.
2. Multiply both sides of the inequality by P to eliminate the fraction: W * P > Y + H.
3. Subtract Y from both sides of the inequality: W * P - Y > H.
Therefore, the solution to the inequality is H > (W * P) - Y.