if the radius of a sphere is equal to the diameter of a hemisphere find the ratio of volume of Sphere to that of the hemisphere
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$$ hey buddy ,,,,,
❇❇ radius of sphere = diameter of hemisphere..
we have,volume of Sphere = 4/3πr^3==(1)
Volume of hemisphere= 2/3πr^3==(2)
then given that , r (sphere)= d(hemisphere)
then modifying equation
we get, vol of hemisphere= 2/3π(d/2)^3==(3)
since d= r substitue in 3
then the ratio of vol of sphere to hemisphere...
= 4/3πr^3/ 2/3πr^3/8
= 16: 1 is the ratio.
hope it helps u
❇❇ radius of sphere = diameter of hemisphere..
we have,volume of Sphere = 4/3πr^3==(1)
Volume of hemisphere= 2/3πr^3==(2)
then given that , r (sphere)= d(hemisphere)
then modifying equation
we get, vol of hemisphere= 2/3π(d/2)^3==(3)
since d= r substitue in 3
then the ratio of vol of sphere to hemisphere...
= 4/3πr^3/ 2/3πr^3/8
= 16: 1 is the ratio.
hope it helps u
gayatri03:
thank you so much ❤️
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