5) [20 Pts.] Consider f(x) = ex sin(2x) + 1. Use Composite Simpson's Rule with 7...

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5) [20 Pts.] Consider f(x) = ex sin(2x) + 1. Use Composite Simpson's Rule with 7 sample points to compute an approximation to integral of f(x) over the interval [1,7]. 4h Hint: S(f,h)=(f(a) + (b)) + 2 = f(x2k) +k=1 f(x2k-1) 5) [20 Pts.] Consider f(x) = ex sin(2x) + 1. Use Composite Simpson's Rule with 7 sample points to compute an approximation to integral of f(x) over the interval [1,7]. 4h Hint: S(f,h)=(f(a) + (b)) + 2 = f(x2k) +k=1 f(x2k-1)