2) If the radius of the sphere is increased by 100%, the volume of the

1.	2) If the radius of the sphere is increased by 100%, the volume of the corresponding sphere is increased by
Answer» Answer: volume of sphere will be = 4/3×π(2R)^3 Step-by-step EXPLANATION: let radius=r volume of sphere=4/3 πr^3 if radius is increased by 100% then,r = r+100% of r r = 2r therefore, volume of sphere=4/3× π(2r)^3

2) If the radius of the sphere is increased by 100%, the volume of the corresponding sphere is increased by

Answer»

Answer:

volume of sphere will be = 4/3×π(2R)^3

Step-by-step EXPLANATION:

let radius=r

volume of sphere=4/3 πr^3

if radius is increased by 100%

then,r = r+100% of r

r = 2r

therefore, volume of sphere=4/3× π(2r)^3

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2) If the radius of the sphere is increased by 100%, the volume of the corresponding sphere is increased by

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