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Mathematics 20 Online
OpenStudy (anonymous):

\[If F(x)= \int\limits_{}^{}e ^{x}(x-1)(x-2) dx\] then F decreases in a. \[(-\infty,-2)\] b. \[(2,\infty)\] c. (-2,-1) d. (1,2) explain by solving.

OpenStudy (anonymous):

when e^x(x−1)(x−2) > 0, the integral will be increasing; and when e^x(x−1)(x−2) < 0, the integral will be decreasing

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