Quick Question: Polynomials (1 Viewer)

[elbatiolpxeho]

Is there anything in 3U polynomials that isn't in 4U polynomials? Like if I can do all of 4U poly then I should be sweet for 3U poly?

 

[NubMuncher]

Haven't done 4u polys yet but things that stand out might be the approximation methods of roots, like newton's method and halving the interval

 

[elbatiolpxeho]

Ugh, forgot about that :-(

 

[elbatiolpxeho]

Anything else?

 

[NubMuncher]

Maybe integrating with approx methods like trap rule and simpsons rule? not sure what is covered in the 4u part.

 

[Omnipotence]

Newton's method of approximation.

 

[pony_magician]

Like mentioned above, just the approximations

 

[RandoM_TerroR]

Relax 3U poly so eeeeez

 

[elbatiolpxeho]

Relax 3U poly so eeeeez

Wow... your sig looks EXACTLY the same as Slyhunter's...

 

[slyhunter]

I told him that already, he stoles it. >=(

 

[elbatiolpxeho]

I told him that already, he stoles it. >=(

Lets give him a red box

 

[Omnipotence]

Nobody wants to steal mine. ):

 

[slyhunter]

Lol I think he did have one before and now it's green again.

Hehe, idea forming in my mind.....=P

Oh, and don't worry Omni, we still love you!

 

[RandoM_TerroR]

don't! t.t i know who you are exploitable i'm gonna come and rip you to shreds

i'm coming for you ... vinh

 

[Drongoski]

don't! t.t i know who you are exploitable i'm gonna come and rip you to shreds

i'm coming for you ... vinh

By the way, Ngo Bao Chau should make every Vietnamese proud!

 

[slyhunter]

That man is a genius.