

<strong>Paper Title</strong><br>

Mensuration Formula Connecting the Volumes of Hemisphere, Cone, Spherical Sector and Great Cone<br>

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<strong>Abstract</strong><br>

In this article, we introduce a very nice relationship between n times volume of hemisphere, volume of �n� number
of circular cones with spherical sector or shell and a great cone with base radius as that of the given sphere and height as the
sum of the heights of the above �n� number of inscribed cones.
In other words, the difference between n times the volume of hemisphere with radius R and the sum of volumes of n number
of cones with spherical sector or shell is equal to twice the volume of the great cone.
Key words- Spherical sector or shell, volume of great cone, great height (H), great radius, non over lapping cone bases.