Solution.
Volume of cylinder:
V = πR2h, as h = 18 inches, V = πR2 ∙ 18
Surface area:
S = 2πR∙(h+R), as h = 18 inches: S = 2πR∙(h+18)
Thus, the ratio of the surface area to volume of the cylinder is: S/V =( 2πR ∙(18+R))/ (πR2∙ 18) = (2 ∙(18+R))/(18∙R) =(18+R)/(9∙R)
Answer: S/V = (18+R)/(9∙R) .
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