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f(x)=x^11e^x−6−5−4−3−2−10123456−3-2.5−2-1.5−1-0.500.511.522.53xy

Exercise

∫x11⋅ex⋅dx\int x^{11}\cdot e^x\cdot dx

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Final answer to the exercise

ex⋅x11−39916800ex+39916800xex−19958400x2ex+6652800x3ex−1663200x4ex+332640x5ex−55440x6ex+7920x7ex−990ex⋅x8+110ex⋅x9−11ex⋅x10+C0e^x\cdot x^{11}-39916800e^x+39916800xe^x-19958400x^{2}e^x+6652800x^{3}e^x-1663200x^{4}e^x+332640x^{5}e^x-55440x^{6}e^x+7920x^{7}e^x-990e^x\cdot x^{8}+110e^x\cdot x^{9}-11e^x\cdot x^{10}+C_0

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∫x11·ex·dx
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