differentiate of x.y+tany logx
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tany=logxtany=logx
y=arctan(logx)∗2.3032.303y=arctan(logx)∗2.3032.303
lnx=2.303logxlnx=2.303logx
dydx=11+(lnx)2∗1x∗12.303dydx=11+(lnx)2∗1x∗12.303
dydx=0.4342∗11+(lnx)2∗1x
y=arctan(logx)∗2.3032.303y=arctan(logx)∗2.3032.303
lnx=2.303logxlnx=2.303logx
dydx=11+(lnx)2∗1x∗12.303dydx=11+(lnx)2∗1x∗12.303
dydx=0.4342∗11+(lnx)2∗1x
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