A cylindrical can without a top must be constructed to contain V = 2500cm³ of liquid. Find the base radius r and height h that will minimize the amou material needed to construct the can. Base radius r = 9.27 cm Height h = 9.27 cm
A cylindrical can without a top must be constructed to contain V = 2500cm³ of liquid. Find the base radius r and height h that will minimize the amou material needed to construct the can. Base radius r = 9.27 cm Height h = 9.27 cm
Chapter1: Equations, Inequalities, And Mathematical Modeling
Section1.3: Modeling With Linear Equations
Problem 9ECP: A cylindrical container has a volume of 84 cubic inches and a radius of 3 inches. Find the height of...
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Transcribed Image Text:A cylindrical can without a top must be constructed to contain V = 2500cm³ of liquid. Find the base radius r and height h that will minimize the amount of
material needed to construct the can.
Base radiusr =
9.27
cm
Height h
9.27
cm
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