HOW MANY LITRES OF WATER WILL A HEMISPHERICAL BOWL OF 100cm CONTAIN AND FIND ITS CURVED SURFACE AREA?
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Hemisphere:
r=50cm
Volume of hemisphere=(2/3)πr^3
=(2/3)·(22/7)·50·50·50
=(5500000/21)
=261904.76 cm^3
=261905 cm^3 [approximately]
CSA of hemispheree=2πr^2
=2·(22/7)·50·50
=(110000/7)
=15714.28 cm^2
=15715 cm^2 [approximately]
r=50cm
Volume of hemisphere=(2/3)πr^3
=(2/3)·(22/7)·50·50·50
=(5500000/21)
=261904.76 cm^3
=261905 cm^3 [approximately]
CSA of hemispheree=2πr^2
=2·(22/7)·50·50
=(110000/7)
=15714.28 cm^2
=15715 cm^2 [approximately]
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