Solving Linear Equations -- No Solution vs Infinite Solutions (TTP Video 9)

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How to interpret the results of No Solution and Infinite Solutions when working with Linear Equations.
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"Can you have a pizza with 8 slices and have 0 slices?" Sure it's called a diet." That killed me.

In all honesty, I loved your videos. I just watched TTP 8 and understood it quite fast. You have a complex yet simple method of explaining things thoroughly, yet still simplistic so it sticks in your head. Thanks a lot!

noahb
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"Sure you can its called a diet" LMFAO I wish my teachers were this funny

randombrandon
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SUPERMAN'S BACK FOR SOME MORE MUSCLE MATH.

mattheus
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glad to see youre still teaching math. videos are really helpful. i recommend them to all my students

michaelbongiovanni
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Finished calculus 1, 2 and 3 and now watching this video made me realise that my math skills did improve xD

jousif
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"Is 10 ever equal to 2? No"

A computer would object to that!

ScriptGuider
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Can't hear him over all the muscles 😂

shayronali
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Wow Right on the head...i just went through the same problem Mr. Lenoard to the rescue LOL

ironBird
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At some point for each topic will you talk about the application of each topic in real life situations and issues? I feel that many teachers forget to teach students on application, and so thats why many students fail to retain the knowledge and information because they dont know how to apply it or reuse it later on after learning it.

danieljanowiec
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An equation with infinite solutions is also known as an identity.

ti
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This makes so much sense thx this helped a lot!!

fananisuprn
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Hey prof were you a pure math major or applied math major ?

imamalam
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You ought to add a lemma that one of the things you cannot do to both sides of an equation is to multiply both sides by 0.

bloodyadaku
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The final equation solved is not quite correctly described, it should be said that *x-5 = x-5* both subsract 5 then *x=x*. The infinite solution is about *x* not *5* *5=5* is just a finite one solution of it, that's *5* surely. But for *x=x*, you can say *1=1*, *3=3*, *5=5*, those are infinite soultion with respect to x.
This point should corrected accurately.

PoppySuzumi
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I'm serious - you have to give us the 'equation' to get those muscles. How often do you train, how much protein, etc.

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