Frequently Asked Questions (FAQ)

Q1: What is the limit of $x^{1/x}$ as $$x approaches 0?
A1: The limit of $x^{1/x}$ as x approaches 0 is 0. $$
This can be calculated using logarithmic techniques.

Q2: Why is the limit of $x^{1/x}$ important?

A2: This limit is important because it helps in understanding the behavior of exponential functions in calculus, particularly in competitive exams like IIT JEE.

Q4: Is this problem frequently asked in exams like IIT JEE?
A4: Yes, questions related to limits, especially involving exponential expressions like  $x^{1/x}$, are commonly asked in IIT JEE and other competitive exams.

Q5: Can I get help with similar problems?
A5: Yes! We offer continuous support through educational blogs and direct help on math topics. Students can contact us for assistance with any math-related queries.