We have,
The height of the glass, h = 16 cm and
The base radius of the cylinder = the base radius of the hemisphere, r = 7/2 cm
Now,
The apparent capacity of the glass = Volume of the cylinder
= πr2h
= 227×72×72×16
We have,
The height of the glass, h = 16 cm and
The base radius of the cylinder = the base radius of the hemisphere, r = 7/2 cm
Now,
The apparent capacity of the glass = Volume of the cylinder
= πr2h
= \(\frac {22} {7} \times \frac {7} {2} \times \frac {7} {2} \times 16 \]”>
= 616 cm3
Also,
The actual capacity of the glass = Volume of cylinder – Volume of hemisphere
= 616–23πr3
= 616–23×227×72×72×72
= 616–5396
= 31576
= 526. 17 cm3
Hope this helps you
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