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Evaluate the limit: lim (x -> 0) (ln(1 + x)/x)
Evaluate the limit: lim (x -> 0) (ln(1 + x)/x)
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Q1
Evaluate the limit: lim (x -> 0) (ln(1 + x)/x)
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Using L'Hôpital's Rule, differentiate the numerator and denominator: lim (x -> 0) (1/(1 + x))/(1) = 1.
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Q: Evaluate the limit: lim (x -> 0) (ln(1 + x)/x)
Solution:
Using L'Hôpital's Rule, differentiate the numerator and denominator: lim (x -> 0) (1/(1 + x))/(1) = 1.
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