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Evaluate: lim(x→e) ((lnx – 1)/(x – e))

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Evaluate: lim(x→e) ((lnx – 1)/(x – e)) 

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Limit = lim(x→e) ((lnx – 1)/(x – e))

= lim(x→e)((1/x)/1)

= 1/e

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