Evaluate the following limits:

To Find: Limits
NOTE: First Check the form of imit. Used this method if the limit is satisfying any one from 7 indeterminate form.
In this Case, indeterminate Form is ![]()
By using L hospital Rule,
Differtiate both sides w.r.t x
So
= ![]()
Again, indeterminate Form is ![]()
So, Differtiate both sides w.r.t x again, we have
= ![]()
Again, indeterminate Form is ![]()
So, Differtiate both sides w.r.t x again, we have
=
=
=
= - 4
Therefore,
=![]()