Experiment with the number of subintervals

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Reference no: EM132171755

Using Matlab to solve Consider the integral ∫e^x dx bounds (0,1). Analytically calculate the integral, and use that result to compare the accuracy against the:

a) Left Riemann Sum

b) Right Riemann Sum

c) Midpoint Riemann Sum

d) Trapezoid Rule.

(Note that you could do this "by hand" by coding the algorithm, or by using a built-in technique.)

e) Simpson's Rule.

(Remember that Simpson's rule requires an even number of subintervals; in the alternative of doing this by hand, you could use the integral command to similar effect.)

Experiment with the number of subintervals, making sure to study how this affects the solution accuracy.

Comment on your observations in a statement that prints to the Command Window.

Reference no: EM132171755

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