Exercise 2: If the limit of the absolute values of a sequence is zero, so is the sequence
hive-111030·@mes·
0.000 HBDExercise 2: If the limit of the absolute values of a sequence is zero, so is the sequence
<liketuimages> <center>  </center> </liketuimages> In this video I prove Theorem 2, which states that if the limit of the absolute values of a sequence is zero, then the sequence itself approaches zero. I solved this using both Squeeze Theorem and the precise definition of a limit. [https://youtu.be/UKhcLVTQgl8](https://youtu.be/UKhcLVTQgl8) - [summary](https://inleo.io/threads/view/mes/re-leothreads-bhuzhkpl) - [playlist](https://www.youtube.com/playlist?list=PLai3U8-WIK0HUgfK34Voi6BvrNqt4X4BV) - [notes](https://peakd.com/publish?edit=mes%2Finfinite-sequences-limits-squeeze-theorem-fibonacci-sequence-and-golden-ratio-more) #math #sequences #absolutevalue #education #calculus --- For the best experience view this post on [Liketu](https://liketu.com/@mes/exercise-2-if-the-limit-of-the-absolute-values-of-a-sequence-is-zero-so-is-the-sequence)
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