The volume of a right circular cone, with a base radius the same as its altitude, and the volume of a hemisphere are equal. The ratio of the radii of the cone to the hemisphere is:
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Dear Student:
Volume of cone(V) =
Where, r is the radius of cone
h is the altitude
r=h/2
h=2r
V=
V=
Volume of hemisphere(U)=
Where,a is the radius of hemisphere.
V=U
Hence, r=a
So, r/a=1
HOPE IT HELPS
THANKS
☺☺☺☺
Volume of cone(V) =
Where, r is the radius of cone
h is the altitude
r=h/2
h=2r
V=
V=
Volume of hemisphere(U)=
Where,a is the radius of hemisphere.
V=U
Hence, r=a
So, r/a=1
HOPE IT HELPS
THANKS
☺☺☺☺
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