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Maths investigation Mathimatical modeling volumes of cones - Essay Example

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In all the 3 graphs above we notice that the maximum value of V(Volume of the cone) corresponds to the value 0.81(approximately) on X-axis which is the approximate value of 6/3. thus we can see that the change in value of r, the radius of the original circle has no effect on x for the maximum value of the volume…
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Maths investigation Mathimatical modeling volumes of cones

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Maths investigation Mathimatical modeling volumes of cones

In other words, the central angle of the original sector remains same for obtaining the maximum volume of the cone. The actual maximum value of the volume, of course, depends on the radius of the original circle.
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