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The total volume of the large cylindrical container is = = cm^3.
The volume of the water in the large container initially is = 1664 cm^3.
The volume of the free space in the large cylinder over the water surface is - = cm^3.
The volume of the smaller cylinder is = cm^3.
When the smaller cylinder is fully submersed into the water in the larger cylinder, it displaces
= cm^3 of water out from the larger cylinder.
After that, the volume of the water of = cm^3 will go from the larger cylinder to the smaller one.
Thus, when the smaller cylinder is taken out from the larger, it carries off / (removes) the volume of
of water from the larger cylinder.
Thus, the total volume of water + = cm^3 went finally out from the larger cylinder.
So, finally the level of remained water in the larger cylinder is = = 17.0625 centimeters. (*)
the level of water in the smaller cylinder is = = 10.24 centimeters. (**)
And the difference of these levels (*) and (**) is 17.0625 - 10.24 = 6.8225 centimeters. ANSWER
Answer. The difference of the levels is 6.8225 centimeters. Option B).
Solved and totally completed.