" afe "ln=int(e^(x))/(x^(n))dx" atte "ln=(-e^(x))/(k_(1)x^(n-1))+(1)/(k_(2)-1)ln-1,sqrt(10)(k_(2)-k_(1))bar(w)|t|

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If inte^(x)/(x^(n))dx and -e^(x)/(k_(1)x^(n-1))+1/(k_(2)-1)I_(n-1) , then (k_(2)-k_(1)) is equal to:

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