The cylinder that has the greater volume is: cylinder A (326.95 cubic inches).
What is the Volume of a Cylinder?
To calculate the volume of a cylinder, the formula given is expressed as: V = πr²h, where r is the radius of the cylinder and h is the height of the given cylinder.
Find the Volume of Cylinder A:
Radius of cylinder A (r) = 3.5 in.
Height of cylinder A (h) = 8.5 in.
Volume of cylinder A = πr²h = (3.14)(3.5²)(8.5)
Volume of cylinder A = (3.14)(12.25²)(8.5)
Volume of cylinder A = 326.95 cubic inches.
Find the Volume of Cylinder B:
Radius of cylinder B (r) = 2.7 in.
Height of cylinder B (h) = 11 in.
Volume of cylinder B = πr²h = (3.14)(2.7²)(11)
Volume of cylinder B = (3.14)(7.29)(8.5)
Volume of cylinder B = 194.57 cubic inches.
Therefore, the cylinder that has the greater volume is: cylinder A (326.95 cubic inches).
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