The height of a cylinder of a given volume is inversely proportional to the square of the radius. If a cylinder of equal volume that has radius 3cm?
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Step-by-step explanation:
h2r = 0 h = 2r
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Finding d²v dr²
dv dr = (s - 6лr²)
d²v 1 d(S-6nr²) = dr² 2 dr
d²v dr² 1 = (0-12πr)
d²v dr² = -6πr
d²v dr² < 0 for h = 2r
Hence, Volume of a cylinder is Maximum when h = 2r
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