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Question 15
The integral ∫(lnx) 2dx\int ( \ln x ) ^ { 2 } d x∫(lnx) 2dx is
A) −x[(lnx) 2−2lnx+2]+C- x \left[ ( \ln x ) ^ { 2 } - 2 \ln x + 2 \right] + C−x[(lnx) 2−2lnx+2]+C B) x[(lnx) 2+2lnx−2]+Cx \left[ ( \ln x ) ^ { 2 } + 2 \ln x - 2 \right] + Cx[(lnx) 2+2lnx−2]+C C) x[(lnx) 2+2lnx+2]+Cx \left[ ( \ln x ) ^ { 2 } + 2 \ln x + 2 \right] + Cx[(lnx) 2+2lnx+2]+C D) x[(lnx) 2−2lnx−2]+Cx \left[ ( \ln x ) ^ { 2 } - 2 \ln x - 2 \right] + Cx[(lnx) 2−2lnx−2]+C E) x[(lnx) 2−2lnx+2]+Cx \left[ ( \ln x ) ^ { 2 } - 2 \ln x + 2 \right] + Cx[(lnx) 2−2lnx+2]+C
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