Finding the Order of Group Elements | Abstract Algebra

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We go over example problems of finding the order of an element in a group, both with finite order and elements with infinite order. The first example is the additive group of integers mod 10, then we look at the multiplicative reals, then the additive reals, then the symmetric group S4, then the dihedral group D4. #abstractalgebra #grouptheory

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Wrath of Math is back, y'all! Woo hoo! 😂🎉

punditgi
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I would like to know what software or program you are using for these videos?

htuitermark
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Isn't the order of the permutation group 4 since each element has to jump 4 positions to return ?

Slyracoon
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Your explanation is really fabulous... learning a lot... really appreciate you 💜 love from india

avistadas
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why you use * instead of this ^ operator as you said at definition i think this is wrong

youtubekullancs
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Thankyou very much this is very helpful and nice explanation ❤

planetfbeauty
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At 3.43 why we are asking what's the smallest positive integer? Why I cannot use zero.

mustafaizzetoruc