# 0<x<2piF(x)=-4cosxG(x)=2cosx+3Solve for f(x)>g(x) on [0,2pi]. write the answer using interval notation. The, shade the region bounded by the graphs of f and g between the points of intersection.

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0<x<2pi

F(x)=-4cosx

G(x)=2cosx+3

Solve for f(x)>g(x) on [0,2pi]. write the answer using interval notation. The, shade the region bounded by the graphs of f and g between the points of intersection.

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Step 1

Refer to the question, we need to solve the for x on [0,2pi] , F(x)>G(x)  and then shade the region bounded by the graphs of f and g between the points of intersection.

Step 2

Then solve F(x)>g(x) to get the value of x as,

Step 3

Now use the following results for...

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### Trigonometry 