Answer Happy • uate ∫xln(x2)1dx InInx2+C 21ln(lnx2)+C ln(lnx2)+C xlnx+C ln(xlnx)+C

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uate ∫xln(x2)1dx InInx2+C 21ln(lnx2)+C ln(lnx2)+C xlnx+C ln(xlnx)+C

Posted: Thu Jul 14, 2022 4:36 pm

by answerhappygod

: Uate Xln X2 1 Dx Ininx2 C 21 Ln Lnx2 C Ln Lnx2 C Xlnx C Ln Xlnx C 1 (41.8 KiB) Viewed 41 times

uate ∫xln(x2)1dx InInx2+C 21ln(lnx2)+C ln(lnx2)+C xlnx+C ln(xlnx)+C