#polynomials

[kneadingmaths]

One of those occurrences where mathematics makes use of a German word!

[tyra-altavilla]

Pre-Calculus Meme with my dog

[arrogantamerican]

Proof for The Remainder Theorem when dividing polynomials by (x - a). The theorem states that if you divide polynomial p(x) of degree n ≥ 1 by (x - a), the remainder is equal to p(a). Here's a simple proof for this theorem and happy thanksgiving 🦃

[theottor]

[pikedpiper]

algebra 2 final notecard (featuring coinpin)

unfortunately getting tossed after the final so gotta preserve it while i can 💔

lil mistake—if the discriminant is < 0, it has two imaginary solutions! but if it asks for only real solutions, there are zero real solutions (note to self)

@ghostyghost202 i loved your coinpin doodles so much i was like, i gotta take this with me somehow. tysm your art is literally sacred to me

also asymptote reference? (those who know)

missed opportunity to put four and x on there i feel like they would love this. but i need coinpin to get through this final 🙏

thankfully it's. all multiple-choice

[er-cryptid]

Synthetic Division [Ex. 2]

Patreon

[nablavii]

So today was the second course day into algebraic geometry. We've studied how projective geometry involves non-measurable stuff. I mean, once you step into real analysis or some algebra, you find things like metric, norm, and so on, but sometimes you gotta step back a little, where things lose measure and you only have a ruler and something to make circumferences. Then, you can ask: Are there any relations between geometrical symmetries and polynomial roots? Well... You've gotta find out.

ESFM IPN - Dr. César Lozano Huerta.

[more-mathematics-mor-lam]

Blowing an Ancient Greek person’s mind by explaining polynomials to them