I thought of that one but on my part I used natural logarithm. When I was solving it using natural logarithm I suddenly didn't know what must be done. This one will help me a lot in my final exam.
MANY THANKS TO YOU!!
Now my questions are:
1. What might be the other cases which uses Logs?
typically in cases where the variable is in the exponent Logarithm - Wikipedia, the free encyclopedia
2. Is this always true whenever a limit of a polynomial which is raised to a fraction whose denominator approaches to zero?
L'Hopital's rule is used in cases where both numerator and denominator
of a quotient are both approaching 0 or both approaching infinity.
To apply that rule, both numerator and denominator are differentiated.
3. Natural Logarithms can also be?
The natural logarithm is defined as.... $\displaystyle lnx=\log_ex$
4. And what if for example a limit approaches to either POSITIVE of NEGATIVE Infinity, how could it be substituted to the function given, what would be the answer and how should it be done?
THANKS AGAIN IN ADVANCE!!!