SOLUTION: a cone and a hemisphere share the base that is a semicircle with radius 3 and the cone is inscribed inside the hemisphere. find the volume of the region inside the hemisphere
Algebra ->
Volume
-> SOLUTION: a cone and a hemisphere share the base that is a semicircle with radius 3 and the cone is inscribed inside the hemisphere. find the volume of the region inside the hemisphere
Log On
Question 956871: a cone and a hemisphere share the base that is a semicircle with radius 3 and the cone is inscribed inside the hemisphere. find the volume of the region inside the hemisphere Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! a cone and a hemisphere share the base that is a semicircle with radius 3 and the cone is inscribed inside the hemisphere. find the volume of the region inside the hemisphere
------------------
The base of a hemisphere has to be a circle, not a semicircle.
For the hemisphere,
For the cone,
h = r in this case, so
-------------------
You didn't show where the region is, but it's likely the difference between the 2 volumes.