S = 2wy + 4wh
Transpose 4wh
S - 4wh = 2wy+ 4wh - 4wh
S - 4wh = 2wy
Divide both sides of the equation by 2w
S - 4wh / 2w = 2wy / 2w
S - 4wh / 2w = y
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2007-07-04 09:37:40
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answer #1
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answered by SAMUEL D 7
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S= 2wy+4wh
1. Subtract 4wh from both sides (leaving 2wy alone on the right side), then you have
S - 4wh = 2wy
2. Then, divide both sides by 2w, leaving you with
(S-4wh)/2w = y (your final answer)
2007-07-04 15:52:41
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answer #2
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answered by jellycobra 2
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Aim to try and collect all the terms which don't include y on one side of the equals sign, and the terms which do include y on the other.
S = 2wy+4wh
Subtract 4wh from each side:
s - 4wh = 2wy
Divide by 2w:
y = (s - 4wh) / 2w.
2007-07-04 15:46:12
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answer #3
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answered by Anonymous
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S = 2wy + 4wh
2wy = S - 4wh
y = (S - 4wh)/2w
2007-07-04 15:44:52
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answer #4
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answered by GeekCreole 4
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S = 2wy+4wh
2wy = S - 4wh
y = (S - 4wh)/2w
2007-07-04 15:45:33
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answer #5
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answered by robertonereo 4
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2wy = S - 4WH
y = S - 4wh / 2w
2007-07-04 15:45:01
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answer #6
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answered by Anonymous
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Hey there!
Here's the answer.
S=2wy+4wh -->
S=2w(y+2h) -->
S/2w=y+2h -->
S/2w-2h=y -->
y=(S/2w)-2h
So the answer is y=(S/2w)-2h.
Hope it helps!
2007-07-04 17:16:06
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answer #7
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answered by ? 6
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y=(s/(2w))-2h
2007-07-04 15:45:07
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answer #8
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answered by jaspity 1
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y=(s-4wh)/(2w) i think....
2007-07-04 15:44:30
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answer #9
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answered by Davo C 2
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