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jeka94
3 years ago
15

Which is C= 100w/l solved for w? A.)W=100CL B.)W= LC/100 C.)W= 100C/L D.)W= 100/LC

Mathematics
1 answer:
LuckyWell [14K]3 years ago
3 0
C = \dfrac{100w}{L}

w is on the right side multiplied by 100/L.

C = \dfrac{100}{L} \times w

Now multiply both sides by the reciprocal of 100/L,
which is L/100, to isolate w.

C \times \dfrac{L}{100} = \dfrac{L}{100} \times \dfrac{100}{L} \times w

\dfrac{CL}{100} = w

w = \dfrac{CL}{100}

w = \dfrac{LC}{100}

Answer: choice B.
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Step-by-step explanation:

We are given that a region bounded by a curves x=(y-7)^2

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To find the volume of resulting solid we are using cylinder method

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volume=2\pi\int_{5}^{9}(-y^3+19y^2-115y+225)dy

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Volume =2\pi[-\frac{6561}{4}+\frac{625}{4}+19(\frac{729-125}{3})-115(\frac{81-25}{2})+225(9-5)]

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Volume =2\pi(\frac{11476-11412}{3})=\frac{128\pi}{3}

Hence, volume of resulting solid =\frac{128\pi}{3} cubic units

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