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Mathematical crosscutting
Solution, first find the cross-sectional area of the cylinder.

If the surface area increases by 25. 12m2, there are two cross-sectional areas equal to 25.12.

That is, the cross-sectional area of the cylinder is 12.56m2,

Calculate the cylinder diameter, 3. 14/4 * d 2 = 12.56, and the diameter D=4m.

The surface area of the original cylinder is s = 25.12+3.14 * 4 *1.8 = 47.728 ≈ 47.73m2..