Find limit:
As the expression's denominator changes to and the numerator evaluates to .Consequently, we have a type 0 / 0 indeterminate form.by factoring the numerator:
Simplifying this expression
evaluate the limit using algebraic manipulation
This is a type indeterminate form. L'Hopital's rule, which stipulates that we take the derivative of the numerator and the denominator and reevaluate the limit if the limit of a quotient of functions is an indeterminate form of type or can be used to assess the limit.
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