There is a cylinder circumscribing the hemisphere such that their bases are common. Find the ratio of their volumes
A) 3/2
B) 5/2
C) 7/2
D) 9/2
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6
There is a cylinder circumscribing the hemisphere such that their bases are common. Find the ratio of their volumes
A) 3/2B) 5/2C) 7/2D) 9/2
Answer: A) 3/2
Explanation:
R =OA = OB = Radius of hemisphere.
= Radius of cylinder ABCD.
Height of the cylinder = BC = radius
Volume of cylinder/Volume of hemisphere = πr323πr3
A) 3/2B) 5/2C) 7/2D) 9/2
Answer: A) 3/2
Explanation:
R =OA = OB = Radius of hemisphere.
= Radius of cylinder ABCD.
Height of the cylinder = BC = radius
Volume of cylinder/Volume of hemisphere = πr323πr3
Answered by
3
There is a cylinder circumscribing the hemisphere such that their bases are common. Find the ratio of their volumes
A) 3/2✔✔✔
B) 5/2
C) 7/2
D) 9/2
Answer: 3/2
A) 3/2✔✔✔
B) 5/2
C) 7/2
D) 9/2
Answer: 3/2
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