if cone hemisphere cylinder are on the same base and having the same height then the ratio of their volumes
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Since the three solids are on the same base with same height
for hemisphere
radius= r cm
Volume=2/3πr³
for cone
radius=height =r cm
Volume=1/3πr²h=1/3πr³
for cylinder
radius= height=r cm
Volume=πr²h=πr³
The ratio of
Volume of cylinder:volume of hemisphere:Volume of cone
= πr³:2/3πr³:1/3πr³
=1:2/3:1/3
=3:2:1
Therefore the ratio of the given solids is 3:2:1
Hope it helped you!! :)
for hemisphere
radius= r cm
Volume=2/3πr³
for cone
radius=height =r cm
Volume=1/3πr²h=1/3πr³
for cylinder
radius= height=r cm
Volume=πr²h=πr³
The ratio of
Volume of cylinder:volume of hemisphere:Volume of cone
= πr³:2/3πr³:1/3πr³
=1:2/3:1/3
=3:2:1
Therefore the ratio of the given solids is 3:2:1
Hope it helped you!! :)
akki121:
thank you so much
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