How to find the height of a cylinder when given the volume and base area

How to find the height of a cylinder when given the volume and base area?

When dealing with cylinders, there are two ways of figuring out their height: a direct approach and an indirect approach. The direct approach involves using the Pythagorean Theorem, which says that the length of a right triangle is the square root of the sum of the squares of the legs. We use the base area and height of a cylinder to find the hypotenuse.

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How do you find the height of a cylinder when given the volume and base area?

To find the height of a cylinder, you need to know two things: the diameter and the volume. The diameter is the width of the cylinder at any point along the length. The volume is the amount of space that the cylinder takes up, which is equal to pi multiplied by the cylinder’s base area multiplied by its height. If you already know the diameter, you can find the height by plugging in the base area and the volume. Here’s the equation:

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How to find the height of a cylinder when given the volume and area of base?

If you are given the volume of a cylinder and the area of its base, you can use the Pythagorean Theorem to find the height of the cylinder. Put the base area (A) in the first leg of the right triangle. The height of the cylinder (h) is the length of the hypotenuse. To find the volume, multiply the base area by the height and find the sum of the two sides that are the base area and height.

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How

The height of a cylinder is equal to the radius multiplied by the arithmetical mean of the two cylinder’s top and base diameters. If you have two different diameter values, use the greater one. For instance, if you have an actual cylinder and a calculated value for the base diameter, use the base diameter of the actual cylinder and not the diameter of the cylinder base drawn on a plan view.

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How to find the height of a cylinder given volume and base area?

If you need to find the height of a cylinder with a known volume and base area, you can use the formula V = pi*r^2*h. Using this approach will allow you to quickly determine the cylinder’s height based on the information you have.

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