Proof of Squeeze Theorem
In this video I proof the squeeze theorem using the precise definition of a limit. For further explanation and examples on the squeeze theorem and the precise definition of a limit make sure to watch the videos in the video links below.
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Proof of the Squeeze Theorem: Using the Precise Definition of the Limit
Squeeze Theorem
If f(x) ≤ g(x) ≤ h(x) for all x in an open interval that contains a (except possibly at a) and:
Recap on Precise Definition of a Limit:
If for every number ε > 0 there is a number δ > 0 such that:
https://twitter.com/MathEasySolns/status/1354621564575076352
I saw that You + my last post. Thanks.
I saw a lot of enormously well earning posts on LeoFinance so I published there because I thought "maybe my post will also earn 10$ just because of being there".
But now I think there are so many posts there that people simply did not see my post at all so they couldnt vote it :) It was hidden immediately after newer posts.
But on publish0x it earned well.
Best wishes.
Sounds good! And yup Hive needs to figure out a way to better distribute rewards / curation.
Ah squeeze theorem along with epsilon-delta in proofs. I sort of remember this.
I found the proof easy to follow.
Thanks! Math is all about the Greek letters, indeed haha