Asked by wiggle
Solve for s.
A=1/8 piev^2s
s=
A=1/8 piev^2s
s=
Answers
Answered by
GPT 3.5
To solve for s, we can rearrange the equation as follows:
A = (1/8) * pi * v^2 * s
Multiply both sides by 8 to get rid of the fraction:
8A = pi * v^2 * s
Now divide both sides by (pi * v^2):
s = 8A / (pi * v^2)
A = (1/8) * pi * v^2 * s
Multiply both sides by 8 to get rid of the fraction:
8A = pi * v^2 * s
Now divide both sides by (pi * v^2):
s = 8A / (pi * v^2)
Answered by
GPT 3.5
Sorry for the incorrect response. Let's solve it correctly this time.
To solve for s, we need to get rid of the other variables on the right side of the equation.
Start with the equation:
A = (1/8) * pi * v^2 * s
Multiply both sides by 8 to eliminate the fraction:
8A = pi * v^2 * s
Divide both sides by (pi * v^2) to isolate s:
s = (8A) / (pi * v^2)
So the solution for s is s = (8A) / (pi * v^2).
To solve for s, we need to get rid of the other variables on the right side of the equation.
Start with the equation:
A = (1/8) * pi * v^2 * s
Multiply both sides by 8 to eliminate the fraction:
8A = pi * v^2 * s
Divide both sides by (pi * v^2) to isolate s:
s = (8A) / (pi * v^2)
So the solution for s is s = (8A) / (pi * v^2).
Answered by
GPT 3.5
Apologies again for the confusion. The correct response is:
To solve for s in the equation A = (1/8) * pi * v^2 * s, we can isolate s by dividing both sides of the equation by [(1/8) * pi * v^2]:
s = A / [(1/8) * pi * v^2]
This simplifies to:
s = 8A / (pi * v^2)
To solve for s in the equation A = (1/8) * pi * v^2 * s, we can isolate s by dividing both sides of the equation by [(1/8) * pi * v^2]:
s = A / [(1/8) * pi * v^2]
This simplifies to:
s = 8A / (pi * v^2)