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Help asap ? Need to be turned in by end of class aka 8:40

Help asap ? Need to be turned in by end of class aka 8:40-example-1

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6 votes

Answer:

All the answers are bolded in the step-by-step explanation.

Hope it helps :)

Explanation:

The radius of the top of a cylinder is always the same length as the radius of the base of a cylinder.

Radius of the base of can A: 10 cm

Radius of the base of can B: 18 cm

To find the area of the bases, use the area formula that you put as your first answer.

Area of the base of can A:


A=\pi (10^(2) )


A=100\pi


A=314 cm (Assuming we're only using 3.14 and not any other decimals)

Area of the base of can B:


A=\pi (18^(2) )


A=324\pi


A=1017.36 cm (Again, assuming we're only using 3.14 and not any other decimals)

The base of can B has a greater Area

To find the height, look at the diagram

Height of can A: 28cm

Height of can B: 9cm

Can A has a greater height

To find the volume, use the equation that you put as your answer for question 2 or just multiply the area of the base times the height.

Volume of can A:


314*28=V


V=8792

Volume of can B:


1017.36*9=V


V=9156.24

Can B holds more paint

User Kang Min Yoo
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