volume and surface area of a solid hemisphere are numerically equal. what is diameter of hemisphere
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Answered by
1
Volume of hemisphere = S.A of hemisphere
2/3πr^3=3πr^2
2/3r=3
r=9/2
diameter =9/2x2
=9
2/3πr^3=3πr^2
2/3r=3
r=9/2
diameter =9/2x2
=9
Answered by
1
Here, by condition
Volume of hemisphere = Surface area of hemisphere
If the radius is r, then
2/3πr^3 = 3πr^2
2/3r = 3
r = 9/2 = 4.5 cm
Now, 2r = diameter
diameter = 4.5*2 = 9cm
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