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The total surface area of a hollow metal cylinder, open at both ends of external radius 8 cm and height 10 cm is 338 $π c m^{2}$ . Taking r to be inner radius, obtain an equation in r and use it to obtain the thickness of the metal in the cylinder.

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The total surface area of a hollow metal cylinder, open at both ends of external radius $8 c m$ and height $10 c m$ is $338 π c m^{2}$ . Taking r to be inner radius, obtain an equation in r and use it to obtain the thickness of the metal in the cylinder.

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The total surface area of a hollow metal cylinder, open at both ends, of external radius $8 c m$ and height $10 c m$ is $338 π c m^{2} .$ Taking $r$ to be inner radius, write down an equation in $r$ and use it to state the thickness of the metal.

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