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Year 10 Interactive Maths - Second Edition


Volume of a Sphere

If four points on the surface of a sphere are joined to the centre of the sphere, then a pyramid of perpendicular height r is formed, as shown in the diagram. Consider the solid sphere to be built with a large number of such solid pyramids that have a very small base which represents a small portion of the surface area of a sphere.


Example 43

Find the volume of a sphere of radius 9.6 m, rounding your answer to two decimal places.

Solution:

 

Study Another Topic in Chapter 14: Measurement

Pythagoras' Theorem ] Perimeter ] Problem Solving ] Area ] Area of a Parallelogram ] Area of a Rhombus ] Area of a Trapezium ] Area of a Circle ] Area of a Composite Figure ] Problem Solving ] Surface Areas ] Total Surface Area of a Cuboid ] Curved Surface Area of a Cylinder ] Total Surface Area of a Cylinder ] Total Surface Area of a Pyramid ] Total Surface Area of a Cone ] Surface Area of a Sphere ] Volume ] Volume of a Cuboid ] Volume of a Cylinder ] Volume of a Triangular Prism ] Capacity ] Volume of a Pyramid ] Volume of a Cone ] [ Volume of a Sphere ] Problem Solving ] Problem Solving Unit ] Projects ] Symbols ] Index ]

 

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