Find the volume of the largest right circular cylinder that can inscribed in a sphere of radius r cm.
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Clearly, For The largest possible cylinder which can be inscribed in a sphere of radius r cm,
Height = h = diameter of circle = 2r
Radius = Radius of circle = r
Volume =( Pi × r^2 × h)/3
Volume = (22/7 × r^2 × 2r) / 3
Volume = (44r^3 ÷7) / 3
Volume = 44r^3/21
Hope it helps !!! ;-)
Height = h = diameter of circle = 2r
Radius = Radius of circle = r
Volume =( Pi × r^2 × h)/3
Volume = (22/7 × r^2 × 2r) / 3
Volume = (44r^3 ÷7) / 3
Volume = 44r^3/21
Hope it helps !!! ;-)
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