a.
To find: the volume of cone inscribed in the sphere with radius
a.
Answer to Problem 32WE
The volume of inscribed cone is
Explanation of Solution
Given: A cone inscribed in the sphere with radius
Calculation:
Calculate the radius of base of inscribed cone say
And
Calculate the volume of inscribed cone.
Therefore, the volume of inscribed cone is
b.
To find: the maximum volume of cone by substituting the value of
b.
Answer to Problem 32WE
The maximum volume of inscribed cone is
Explanation of Solution
Given:
Value of
Calculation:
Calculate the volume of cone by substituting
Therefore, the maximum volume of inscribed cylinder is
Chapter 12 Solutions
McDougal Littell Jurgensen Geometry: Student Edition Geometry
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