QuestionFind the limit as $x$ approaches 0 for $\cos \left(\frac{1+\pi x}{x}\right)$.

Studdy Solution
In mathematical terms, we say that the limit of the function as x approaches0 does not exist. This is because the function does not approach a single value as x approaches0, but instead continues to oscillate between -1 and1.
So, the solution to the problem is that the limit does not exist.