Question: The error in the above approximations is ERROR = Actual value of integal Approximation] With N =1, the error in the left Riemann sum is

The error in the above approximations is ERROR = Actual value of integal Approximation] With N =1, the error in the left Riemann sum is EL = 8 - 6.84 = 1.16 Fill in the table below to nd the errors in the above approximations (use 6 decimal places) Which method gave the least errors? Which value of N gave the least errors? Note that the Trapezoidal and Midpoint Rules are much more accurate than the endpoint approximations. The size of the error in the Midpoint Rule is about half the size of the error in the Trapezoidal Rule. Simpson's Approximations are the most accurate

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