Indeterminate boundaries (or indeterminacies) do not indicate that the boundary does not exist, but rather that the result cannot be anticipated. It is important to be clear that, if we are presented with an indeterminacy, this does not want to be to say that the limit does not exist, but that it can be "saved".
A limit is a concept fundamental in mathematics that refers to the way in which a function behaves when the value of the Independent approach to a specific value
The indeterminacies of the 0/0 are one of the seven indeterminacies that can arise when calculating Limits. These indeterminacies occur when one tries to divide between zero, which has no defined result
The indeterminacies of the infinite type between infinity are one of the seven indeterminacies that can arise when calculating limits. These indeterminacies occur when you try to divide by infinity, which does not have a definite result.
To calculate limits of this indeterminacy, the number e is used. Indeterminacy is presents when the basis of a potential-exponential function tends to 1 and the exponent tends to infinity.
