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Volume of a Cone and Sphere

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Students will watch a video and think about the relationship of a cone, cylinder, and sphere of the same height/diameter/radius.

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Recommended age: 13 years old
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United States

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Volume of a Cone and SphereOnline version

Students will watch a video and think about the relationship of a cone, cylinder, and sphere of the same height/diameter/radius.

by Maya Brown
1

3r 3r 2r ONE THIRD TWICE 4 MULTIPLICATION DIAMETER DIVISION 2 SQUARED ONE h TWO 3r NO ONE 2 1 3r SQUARED h THREE SQUARED ONE CUBE TWO

The volume of cylinder is equal to the volume of cones . Using the inverse operation of I know that the volume of cone is equal to the volume of one cone . The volume of a cone is = / x

The volume of sphere is equal to the volume of cones . Using I know that the volume of one sphere is equal to the volume of one cone . The volume of a sphere is = / x

Does a sphere have height ? it has radius and .

Height of a Sphere = Diameter = times the radius

Let us rewrite the volume of a sphere with radius instead of height = / x

Now simplify this we get the volume of a sphere : /

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