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Geometry
Surface area and volume

Geometry Surface area and volume-example-1
User Breiti
by
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1 Answer

4 votes

Answer:


volume=558.9

Explanation:

find the volume of the cone and the hemisphere and add them together

cone:


Vcone=\pi r^(2) (h)/(3) \\\\V=\pi (5.3)^2((8.4)/(3) )\\V=\pi (28.09)(2.8)\\V=247.09\pi \\V=247.1

hemisphere:


Vhemisphere=(2\pi r^3)/(3) \\V=(2\pi (5.3)^3)/(3) \\V=(2\pi (148.877))/(3) \\V=(297.754\pi )/(3) \\V=(935.421)/(3)\\ V=311.8

add the volumes together:


Vol=247.1+311.8\\Vol=558.9

User Piotr Kuczynski
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5.6k points