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Determine the surface area of the cylinder in terms of π. 602π cm2602π cm2 812π cm2812π cm2 308π cm2308π cm2 518 cm2

Determine the surface area of the cylinder in terms of π. 602π cm2602π cm2 812π cm2812π cm2 308π cm2308π cm2 518 cm2
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Determine the surface area of the cylinder in terms of π.

602π cm2602π cm2

812π cm2812π cm2

308π cm2308π cm2

518 cm2

Determine the surface area of the cylinder in terms of π. 602π cm2602π cm2 812π cm-example-1
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User Gladed
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1 Answer

5 votes
168pi cm2

Explanation: sa= 2pi (r^2) + 2pi (r)h Diameter is 8cm so radius is 4cm

Sa=2pi(4^2)+ 2pi(4) 17

Sa= 32pi + 136pi

Sa= 168 pi 2cm
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User Lali
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