• Math Doubts
• Limits
• Problems

You have learned how to evaluate limits of logarithmic functions and also studied how to find limits of exponential functions. Now, you are going to learn how to evaluate limits of functions in which both logarithmic and exponential functions are involved.

$(1)$ Evaluate $\displaystyle \large \lim_{x \,\to\, 1}{\normalsize \dfrac{x^x-1}{x\ln{x}}}$

Ashok Kumar, B.E.

Founder of Math Doubts

A Specialist in Mathematics, Physics, and Engineering with 14 years of experience helping students master complex concepts from basics to advanced levels with clarity and precision.

Story of Math Doubts