Language of Mathematics III (91): Understanding Polynomials and Defining Terms (Part 3 of 3)
Uploader Comments (chychochycho)
All Comments (10)
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ok great, thanks!
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thanks for the recommendation, i'm glad you both liked the videos. Hope others find them useful as well.
I also like the fact that your university is taking advantage of what's available online. Looks like you're in a good place.
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it's on the brighton uni website. you're in the inspiration section and it gives a link to language of mathematics 3. it might be hard for you to see it as you need a password...i told the senior lecturer about your videos i'd been watching over the summer and he checked them out and obviously liked them too
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hey that's super cool. I didn't know that.
which university? i would love to see which ones they're recommending ... very cool ... thanks for letting me know :)
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hey, did you know your videos are recommended viewing for our mathematics teaching course at uni in england??
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the helpful part was to put in some x's until I got the right answer then looked at what should I have done to get that answer.
I suppose you have answer somewhere here. I'm now interested finding all combinations of a & b in 9*a/(b+a)=5 .. this calculation is simple electronic circuit related. I really wish we'd had some type of applied math/programming in school with basic electronics (age 10-15). Actually there was in mine but it was just building a pre-designed kit - no math was needed.
you said that a quadratic function can't be anymore than a trinomial. what if you had f(x) = x^2 + x + 1 - x^-1 + 2x^-2? isnt this a quadratic (highest power is 2) and also a pentanomial?
imacheese1 2 years ago
nope, you can't have negative powers in quadratic functions.
polynomial functions can't have negative powers.
chychochycho 2 years ago
hey there, i just skimmed through your series and you went into a lot of depth in lots of areas. will you be doing anything on complex numbers in the near future? btw, i enjoyed watching your beard grow over the series :P
imacheese1 2 years ago
unfortunately i wouldn't be dealing with complex numbers any time soon. A lot to do before then.
as for the beard, it's grown, and you'll see by how much it in the next batch videos for this series :)
chychochycho 2 years ago