Lower part is hemisphere and upper part is cone .find volume and surface area
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Hey.
Here is the answer.
Let the radius of the hemispherical part and base of the conical part be r
height of conical part be h
The slant height of conical part be L
So, volume of conical part = 1/3πr^2h
and volume of hemispherical part = 2/3πr^3
So, total volume = 1/3πr^2h + 2/3πr^3
= 1/3πr^2( h + 2r )
Surface area of the conical part= πrL
surface area of hemispherical part = 2πr^2
so, total surface area = πrL + 2πr^2
= πr ( L + 2r )
Thanks.
Here is the answer.
Let the radius of the hemispherical part and base of the conical part be r
height of conical part be h
The slant height of conical part be L
So, volume of conical part = 1/3πr^2h
and volume of hemispherical part = 2/3πr^3
So, total volume = 1/3πr^2h + 2/3πr^3
= 1/3πr^2( h + 2r )
Surface area of the conical part= πrL
surface area of hemispherical part = 2πr^2
so, total surface area = πrL + 2πr^2
= πr ( L + 2r )
Thanks.
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