a cylinder and cone have bases of equal radio and are of equal heights show that there volumes are in ratio 3:1
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Answered by
5
Let the radius be r
Height be h
Volume of cylinder,V₁ = πr²h
Volume of cone,V₂ = (1/3)πr²h
Ratio,V₁:V₂ = πr²h: [(1/3)πr²h]
=3 :1
Height be h
Volume of cylinder,V₁ = πr²h
Volume of cone,V₂ = (1/3)πr²h
Ratio,V₁:V₂ = πr²h: [(1/3)πr²h]
=3 :1
Answered by
4
volume of cylinder = pir^2h
volume of cone = 1/3pir^2h
ratio=
pi r^2h
-------------
1/3pir^2h
=1
-------
1/3
=3/1=3:1
hope it helps you.
volume of cone = 1/3pir^2h
ratio=
pi r^2h
-------------
1/3pir^2h
=1
-------
1/3
=3/1=3:1
hope it helps you.
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