## ?Greg Bernhardt said:Please show work and use ## for latex
What does ## mean?Greg Bernhardt said:Put your code between two sets of ##
It means start code and end code. See I added them to your first post.Ali Muzamil said:What does ## mean?
Please show your work then. Where did you get stuck?Ali Muzamil said:The attempt at a solution
I applied L'Hospital's rule and to differentiate it, I took the help of logs.
L'Hospital's Rule is a mathematical rule that is used to evaluate the limit of a function that is in an indeterminate form (such as 0/0 or ∞/∞). It states that if the limit of the ratio of two functions is in an indeterminate form, then the limit of the ratio of their derivatives will be the same as the original limit.
L'Hospital's Rule should only be used when the limit of a function is in an indeterminate form, and all other methods of evaluating the limit have failed. It is also important to note that the rule only applies to certain types of indeterminate forms, such as 0/0 and ∞/∞.
No, L'Hospital's Rule can only be used for certain types of limits, specifically those that are in an indeterminate form. It cannot be used for limits that are not in an indeterminate form, such as limits that approach a finite number.
Yes, there are a few limitations to using L'Hospital's Rule. First, the rule only applies to certain types of indeterminate forms. Second, both the numerator and denominator of the original limit must be differentiable at the point of evaluation. Lastly, the limit must exist for L'Hospital's Rule to be used.
No, L'Hospital's Rule can only be used for single-variable functions. It cannot be applied to functions with more than one variable.