From a circular cylinder of base diameter 10cm and height 12cm, a conical cavity with the same base and height is carved out. Find the volume of the remaining solid.
Given that Diameter of circular cylinder = 10cm
∴ Radius of the cylinder![]()
and Height of the cylinder = 12cm
So,
Volume of the cylinder = πr2h
![]()
= 942.857 cm3
![]()
![]()
= 314.285 cm3
Remaining Volume = Volume of the cylinder – Volume of cone
= 942.857 – 314.285
= 628.572 cm3
Couldn't generate an explanation.
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