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midpoint approximation with 3 subintervals of the integral from 1 to 6 of exp(2sqrt(t))dt
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is that what you are asking \[\int\limits_{1}^{6}e^{\2sqrt{t}}\]
\[\int\limits_{1}^{6}e ^{2\sqrt{t}}\]
well...since you want an approximation with 3 intervals...you first have to find the width, since midpoint approximation is cutting the graph into rectangles and adding all the areas
then you find the midpoint between the intervals. and then multiply the width times the height at each midpoint. You get the answer after you add them all together
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