Find the circular cylinder of largest lateral area which can be inscribed in a sphere of radius R = 4 feet. [Surface area of a cylinder, S = 2 $\pi$rh, where r = radius, h = height.]

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The Answer of Find the circular cylinder of largest lateral area which can be inscribed in a sphere of radius R = 4 feet. [Surface area of a cylinder, S = 2 $\pi$rh, where r = radius, h = height.]

Find the Circular Cylinder of Largest Lateral Area Which Can π\piπ

Find the Circular Cylinder of Largest Lateral Area Which Can $\pi$