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all you need to to is find the both of the cylinder volumes.

im totally lost here can you tell me how to find the volumes and stuff

ok

\[V=\pi r^2h\]

\[V=\pi(7)^2(5)=245inches^3\]

\[Cylinder B = 490\pi\]

so what would be my final answer? @Mindblast3r

\(\Large V_B = 490 \pi~in.^3\)
\(\Large V_A = \pi r^2 h = \pi (7~in.)^2(5 ~in.) = 245 \pi ~in.^3\)

what do i do after? @mathstudent55

Thank you!!! @Mindblast3r

I got it thank you both @mathstudent55 @Mindblast3r

@Mindblast3r
You need to read the question carefully and make sure you answer the question.

wait i think

It would be A right?

The answer is not 50%

oops no wait.

oh lol never mind

\(percent~change = \dfrac{new~amount - old~amount}{old~amount} \times 100\)

Which is it theN? @mathstudent55

Use the formula above to find a percent change.
Use 245 as the old amount and 490 as the new amount.

Its D right????? @mathstudent55

100 percent

THANK YOUUUU

Correct. The answer is that cylinder B is 100% bigger than cylinder A.

Can you help me with another one? please @mathstudent55

Sorry, it very late for me. GTG

ahh i see what they did.