lim x→2⁻ (lnx)/(x-2) =
Give this one a try later!
Since lnx approaches ln2>0, and the denominator (x-2) approaches
0, and is negative as x→2⁻, it follows that lim x→2⁻, it follows that
lim x→2⁻ (lnx)/(x-2) = -∞
Give this one a try later!
Since lnx approaches ln2>0, and the denominator (x-2) approaches
0, and is negative as x→2⁻, it follows that lim x→2⁻, it follows that
lim x→2⁻ (lnx)/(x-2) = -∞
