Find the surface area of the cylinder. Use 3.14 for $\pi$ .

a can with a radius of 60 millimeters and a height of 160 millimeters

Question

Find the surface area of the cylinder. Use 3.14 for $ pi$ .   a can with a radius of 60 millimeters and a height of 160 millimeters

Philomena · Answer

A can with a  radius  of 60 mm and a  height  of 160 mm. Then the  surface area  of the  cylinder  will be 1808640 mm³.    How do find the lateral surface area of a cylinder?    The  lateral  surface  area  of a  cylinder  is also called the  curved  surface area of the  cylinder .    Suppose that:     Radius  of the considered  cylinder  = 'r' units   Height  of the considered  cylinder  = 'h' units  Then, the  lateral surface area  of that  cylinder  is:     SA = πr²h    A can with a  radius  of 60 mm and a  height  of 160 mm. Then the  surface area  of the  cylinder  will be    SA = π x (60)²  x 160  SA = 3.14 x 3600 x 160  SA = 1808640 mm³    Learn more about the  lateral surface area of a cylinder  here:  https://brainly.com/question/11385509  #SPJ1

How do find the lateral surface area of a cylinder?

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