Let be two functions such that for every . If have positive values for every , find the limits .
I firstly divided with , so that i could use this Squeeze theorem - Wikipedia, the free encyclopedia but with no result. Can you help?
Let be two functions such that for every . If have positive values for every , find the limits .
I firstly divided with , so that i could use this Squeeze theorem - Wikipedia, the free encyclopedia but with no result. Can you help?
We can start our investigation in the following way:
(i) If we choose , you'll easily find that satisfies the given hypothesis. In this case, we have .
(ii) If we choose
then, and also satisfies the given conditions. In this case, .
Taking into account these results my questions are:
(a) Have you quoted the exact formulation of the problem ?.
(b) Are there additional hypothesis for and ?
(c) In what terms we have to find those limits ?