Question: Approximate the definite integral 58sin(x2)dx using the Trapezoidal, Midpoint, and Simpson's Rule with n=6. Round to six decimal places. Which estimate gives the closest value?

Approximate the definite integral 58sin(x2)dx using the Trapezoidal, Midpoint, and Simpson's Rule with n=6. Round to six decimal places. Which estimate gives the closest value? Suggest how to make it an even better approximation. Expected work shown includes finding x, the input values, and the formulas.

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