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Q: What is the height of an n-element heap?
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Height of a binary heap?

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A heap of wheat is in the form of a cone whose diameter is 10.5m and height is 3mFind its volumeThe heap is to be coveredby canvas to protect it from rainFind the area of thecanvas required?

A cone is one third of the volume of the cylinder of the same base. Since a cylinder has a volume of pi x radius2 x height, the radius being 5.25m and the height being 3m, the volume of the corresponding cone would be 259.7704425m3.The surface area of the top of the cone is defined as pi x radius x slant height. The slant height, by pythagoras, is 6.046693311m, and so the area of the canvas required to cover the heap would be 99.73029825m2.


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How do you find the radius and the slant height of a heap of sand in the shape of cone?

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