A) 28
B) 30
C) 25
D) 0
Correct Answer: A
Solution :
Let \[S={{\log }_{e}}3+\frac{{{(lo{{g}_{e}}3)}^{2}}}{2!}+\frac{{{(lo{{g}_{e}}3)}^{3}}}{3!}+...\] \[+\,3\,{{\log }_{e}}3+\frac{{{(3{{\log }_{e}}3)}^{2}}}{2!}+...\] \[=({{e}^{{{\log }_{e}}3}}-1)+({{e}^{3{{\log }_{e}}3}}-1)\] \[=(3-1)+({{3}^{3}}-1)\] \[=2+26=28\]You need to login to perform this action.
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