# Find Height Of A Cone Worksheet

Volume
8.G.C.9

Total questions - 8

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To solve this worksheet, students need to identify the radius or diameter from the given figure and then substitute the values of volume and radius in the formula V = 1/3πr^2h. For example, if the radius of a cone is 6 units and the volume of the cone is 84π cubic units, then the formula V = ⅓ πr^2h becomes 84π= ⅓ π(6)^2h.

On further simplification, it becomes 84π= 12πh and after dividing both sides by 12π the final result is 7=h. Therefore, the height of the cone is 7 units

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Volume
8.G.C.9

In 8th Grade, students learn how to find the measures of 3D figures such as cylinders, cones, spheres, and hemispheres when the volume of the figure is given. A cone is a 3D shape that has a circular base and a vertex at the top.

The volume of a cone formula is V = 1/3πr^2h, where r is the radius of the circular base and h is the height of the cone. Math teachers can provide “Find height of a cone worksheet” to their students.

This worksheet includes a variety of problems that require students to calculate the height of a cone using the given information, such as the radius or diameter and volume of the cone.

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