Calculate the indicated Riemann sum $S_3$ for the function $f(x) = x^2 - 4x - 12$. Partition $[0, 3]$ into three subintervals of equal length, and let $c_1 = 0.6$, $c_2 = 1.8$, and $c_3 = 2.6$. $S_3 =$ (Simplify your answer.)
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The interval [0,3] is divided into three equal parts, so each subinterval has a length of 3/3 = 1. Show more…
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