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A cone has a slant height of 10 centimeters and lateral area of 60pi square centimeters. What is the volume of the sphere with...Asked by Gina
A cone has a slant height of 10 centimeters and lateral area of 60pi square centimeters. What is the volume of the sphere with a radius equal to that of a cone?
-we tried solving and got 4.37 or so for the radius and we couldn't get any further than that
-we tried solving and got 4.37 or so for the radius and we couldn't get any further than that
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Answered by
Mgraph
A lateral area=Pi*R*l, where R-radius,
l-slant height
Pi*R*10=60*Pi
R=6
The volume of sphere=(4/3)*Pi*R^3=
1.33*3.14*6^3=902.06
more accurately 1.33333*3.14159*216=904.78
l-slant height
Pi*R*10=60*Pi
R=6
The volume of sphere=(4/3)*Pi*R^3=
1.33*3.14*6^3=902.06
more accurately 1.33333*3.14159*216=904.78
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