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The order of an element in a group is the smallest positive power of the element which gives you the identity element. We discuss 3 examples: elements of finite order in the real numbers, complex numbers, and a 2×2 rotation matrix. If you’d like to help us make videos more quickly, you can support us…

This lesson is to be used with lesson 1.2 of the Holt Pre-Calculus A Graphing Approach textbook. In this lesson I go over how to write a recursive function to symbollically describe a sequence. Homework: pg 19 2-12 Even, 13-16, 18-31

Welcome to my channel here i am teaching vector integral calculus which is hard chapter also weightage chapter max 25 marks so if you have any doubt email me smartengineerlife@gmail.com

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