Raise both sides by 3: n3=(36V7π)3 n3=6V7π Multiply both sides by 7π: 7πn3=(6V7π)(7π) 7πn3=6V Divide both sides by 6: 7πn36=6V6 7πn36=V or V=7πn36

"Solve n=36V7π for V" solved and explained

SchachtN

Answered question

2020-10-18

Solve

n = 3 \sqrt{6 \frac{V}{7} π}

for V

Alannej

Skilled2020-10-19Added 104 answers

Raise both sides by 3:

n^{3} = {(3 \sqrt{6 \frac{V}{7} π})}^{3}

n^{3} = 6 \frac{V}{7} π

Multiply both sides by 7π:

7 π n^{3} = (6 \frac{V}{7} π) (7 π)

7 π n^{3} = 6 V

Divide both sides by 6:

7 π \frac{n^{3}}{6} = 6 \frac{V}{6}

7 π \frac{n^{3}}{6} = V

V = 7 π \frac{n^{3}}{6}

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