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Curve C1\ : y=e x\ ln\ x\ a n d\ C2: y=(...

Curve `C_1\ : y=e x\ ln\ x\ a n d\ C_2: y=(lnx)/(e x)\ ` intersect at point ` p ` whose abscissa is less than `1` . Find equation of normal to curve `C_1` at point `P` .

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