The inner diameter of glass is 7cm, and it has a raise portion in the bottom in the shape of a hemisphere as shown in the figure. If the height of the glass is 16 cm, find the apparent capacity and the actual capacity of the glass. 

Given the inner diameter of the glass = 7cm
So, the radius of the glass = ![]()
Height of the glass = 16cm
The volume of the cylindrical glass = πr2h
![]()
= 616cm3
Now, radius of the hemisphere = Radius of the cylinder =r = 3.5cm
Volume of the hemisphere![]()
![]()
= 89.83 cm3
Now,
Apparent capacity of the glass = Volume of cylinder = 616cm3
The actual capacity of the glass
= Total volume of cylinder – Volume of hemisphere
= 616 – 89.83
= 526.17cm3
Hence,
Apparent Capacity of the glass = 616cm3
and actual capacity of the glass = 526.17cm3
Couldn't generate an explanation.
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