a sphere and a right cylinder of the same radius have equal volumes. by what percentage does the diameter of the cylinder exceed its height ?
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let the radius of sphere be :- r = radius of cylinder
volume of sphere = volume of cylinder
4/3πr^3= πr^2h. (1)
from (1) it can be eluded that height= 4r/3
when radius is r the diameter will be 2r
to find out the percentage
difference of the diameter and height of cylinder×100/height
further Sol. in picture
volume of sphere = volume of cylinder
4/3πr^3= πr^2h. (1)
from (1) it can be eluded that height= 4r/3
when radius is r the diameter will be 2r
to find out the percentage
difference of the diameter and height of cylinder×100/height
further Sol. in picture
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srishti3:
please mark as a brainliest
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1
50% is the answer according to me
u r true
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