Curved surface area of a hemisphere is 905 1/7cm , what is its volume?
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Hello Dear.
Given ⇒
Curved Surface Area of the Hemisphere =
= 6336/7 cm²
∵ C.S.A. of the Hemisphere = 2π r².
∴ 6336/7 = 2π r²
⇒ r² = 6336/7 × 7/22
⇒ r² = 288
⇒ r = √288
⇒ r = 16.97 cm.
Now,
∵ Volume of the Hemisphere = 4/3 π r²
= 4/3 × 22/7 × 288 × √288
= 20481.045 cm³.
Hence, the volume of the Hemisphere is 20481.045 cm³.
Hope it helps.
Given ⇒
Curved Surface Area of the Hemisphere =
= 6336/7 cm²
∵ C.S.A. of the Hemisphere = 2π r².
∴ 6336/7 = 2π r²
⇒ r² = 6336/7 × 7/22
⇒ r² = 288
⇒ r = √288
⇒ r = 16.97 cm.
Now,
∵ Volume of the Hemisphere = 4/3 π r²
= 4/3 × 22/7 × 288 × √288
= 20481.045 cm³.
Hence, the volume of the Hemisphere is 20481.045 cm³.
Hope it helps.
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