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There are seven hemispherical containers of radius R metres each and each of them is fully filled with water. The water in these is transferred to a hemispherical container of radius equal to 1.5 times of R such that a maximum number of smaller containers get emptied out. How many smaller containers remain fully filled when the larger container gets fully filled?
5
4
3
2
To find out how many smaller containers remain fully filled, let's compare the volumes of the containers:
1. Volume of a smaller hemispherical container: 2/3 pi R3
2. Volume of the larger hemispherical container (radius = 1.5R):
- 2/3 pi (1.5R)3 = 2/3 pi times 3.375R3
This means the larger container can hold the volume of 3.375 smaller containers.
- Original smaller containers: 7
- Remaining fully filled smaller containers when the larger is full: 7 - 4 = 3
Answer: Option 3 - 3
By: santosh ProfileResourcesReport error
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