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Explanation:
The volume of a solid hemisphere is 1152 π cm3. Find its curved surface area.
Solution:
Here, volume of hemisphere = 1152 π cm3
∴ 23πr3 = 1152
⇒ r3 = (12)3 π
⇒ r1152×32 = 1728
⇒ r3 = (12)3
Now, curved surface area = 2πr2
= 2 × π × (12)2 = 288π cm2
The volume of a solid hemisphere is 1152 π cm3. Find its curved surface area.
Solution:
Here, volume of hemisphere = 1152 π cm3
∴ 23πr3 = 1152
⇒ r3 = (12)3 π
⇒ r1152×32 = 1728
⇒ r3 = (12)3
Now, curved surface area = 2πr2
= 2 × π × (12)2 = 288π cm2
The volume of a solid hemisphere is 1152 π cm3. Find its curved surface area.
Solution:
Here, volume of hemisphere = 1152 π cm3
∴ 23πr3 = 1152
⇒ r3 = (12)3 π
⇒ r1152×32 = 1728
⇒ r3 = (12)3
Now, curved surface area = 2πr2
= 2 × π × (12)2 = 288π cm2
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