Answered

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This oblique cylinder has a volume of 90π m ^3 and a base area of 12π m^2

what is the height of the cylinder

Sagot :

Aboveblue03

Answer: 7.5 is the height

Step-by-step explanation: use the formula for volume it is given that the base are is 12 pi which means your radius is solved for you. V = 90 so just divide 90 pi with 12 pi = 7.5 ,

A cylinder has two flat ends shaped like circles. The height of the cylinder is equal to 7.5 meters.

What is a cylinder?

A cylinder has two flat ends shaped like circles. A curved face that resembles a tube connects these two faces and has two flat ends shaped like circles. A curved face that resembles a tube connects these two faces.

The volume of an oblique cylinder is equal to the volume of the straight cylinder with an equal base and the slant height is equal to the height of the right cylinder. Therefore, the height of the cylinder will be equal to,

[tex]\rm \text{Volume of oblique cylinder} = \text{Volume of the straight cylinder}\\\\90 \pi\ m^3 = \text{Area of the base of the straight cylinder}\times height\\\\90 \pi\ m^3 = 12 \pi\ m^2\times height\\\\Height = 7.5\ m[/tex]

Hence, the height of the cylinder is equal to 7.5 meters.

Learn more about Cylinder:

https://brainly.com/question/3216899

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