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the correct answer is B. but I got A.
the correct answer is B. but I got A.
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ok so the initial question is
V/r^2*h = 1/3
what does h equal to yield 1/3
multiply both sides by h
V/r^2 = h/3
multiply each side by 3
3V/r^2 = h
reinsert into the equation to see if your right
V/ r^2 (3V/r^2) = 1/3
the r^2 values cancel each other out
V/3V = 1/3
the V values also cancel each other out as well
1/3 = 1/3
the answer is B
V/r^2*h = 1/3
what does h equal to yield 1/3
multiply both sides by h
V/r^2 = h/3
multiply each side by 3
3V/r^2 = h
reinsert into the equation to see if your right
V/ r^2 (3V/r^2) = 1/3
the r^2 values cancel each other out
V/3V = 1/3
the V values also cancel each other out as well
1/3 = 1/3
the answer is B
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(V/r^2h) = 1/3
multiply r^2h to both sides so,
v = 1/3 r^2h
now multiply the reciprocal of 3 on both sides so,
3v = r^2h
now divide r^2 to both sides so,
(3v/r^2) = h
there ya go :)
multiply r^2h to both sides so,
v = 1/3 r^2h
now multiply the reciprocal of 3 on both sides so,
3v = r^2h
now divide r^2 to both sides so,
(3v/r^2) = h
there ya go :)
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V/(r²h) = 1/3
Multiply both sides by 3h
h = 3V/r²
Multiply both sides by 3h
h = 3V/r²
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Basically, shift everything else to the right side, till you get 1/h=rsquared/3V. Then logically, invert the equation to give you h/1=3V/Rsquared
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V / r^2h = 1/3
3V = r^2h
h = 3V / r^2
3V = r^2h
h = 3V / r^2
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V/r^2h = 1/3
V = r^2h/3
3V = r^2h
h = 3V/r^2
V = r^2h/3
3V = r^2h
h = 3V/r^2