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Calculus1
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find the volume of the largest right circular cone that can be inscribed in a sphere of radius a
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You might benefit from drawing this situation. If you cut both cone and sphere vertically right down the middle, you'll obtain a drawing like this:|dw:1411913102385:dw|
Label all relevant quantities, such as the height of the cone, the radius or the diameter of the base of the cone, and so on. Think: What is/are the relationship(s) between these several variables (except that 'a' is not a variable, but a constant)? You are to maximize the volume of the cone. Which tools of mathematics / calculus are appropriate for that task?
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