Find the derivative of the function y = lnx/1+lnx? | eNotes
You can solve this by writing y = lnx/(1+lnx) as y = lnx(1+lnx)⁻¹ then use product & logaritmic formula d(uv) = udv + vdu dln|u| = du/u ... Since the function is a quotient, we'll use the quotient rule to differentiate the function with respect to x: `dy/...
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