Suppose the region on the left in the figure (with blue shading) has area is 39,

Question

Suppose the region on the left in the figure (with blue shading) has area is 39, and the region on the right (with green shading) has area 13. Using the graph of f(x) in the figure, find the following integrals. Int^6_a f(x) dx = int^c_b f(x) dx = int^c_a f(x) dx = sin(3ji x)Top right: cos(3jt x)Bottom left: sin(6jr x) Bottom right: cos(6ji x)Label the vertical and the horizontal axes of the 4 plots accordingly. For example, the bottom right plot should read cos (Snx) for the vertical axis and x for the horizontal axis. Use the Greek letter :t (not pi) in these labels. Insert your name as a title of the top left plotsubmission: 1 m-file and 1 plot.

Explanation / Answer

a?bf(x)dx =39

b?cf(x)dx =13

a?cf(x)dx = a?bf(x)dx +b?cf(x)dx = 39+13 = 52

a?c lf(x)ldx =52

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