Solved: The side of a blade designed to cut leather at a shoe, Mathematics

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The side of a blade designed to cut leather at a shoe

Question: Solve the given problem by integration.

The side of a blade designed to cut leather at a shoe factory can be described as the region bounded by y =4 cos²x and y =4 and from to x = 0 to x = 3.14. Write two or three paragraphs explaining how this area of the blade may be found by integrating the appropriate integral by either of two methods of this chapter.

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Mathematics: The side of a blade designed to cut leather at a shoe

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