Calculating the approximate area in given problem

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Question: Because f(x) = x2 + x is increasing over the interval from x = 0 to x = 2, function values at the right-hand endpoints are maximum values for each subinterval, and function values at the left-hand endpoints are minimum values for each subinterval. How would the approximate area using n = 10 and any other point within each subinterval compare with SL (10) and SR (10)? What would happen to the area result as n → ∞ if any other point in each subinterval were used?

Reference no: EM131798692

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