What do you know????

MaidenMadness said:
i think that is what you call it. its a function of nth degree and has an general shape :

p(x) = a1*b^n + a2b^(n-1) +..........+a(n-1)b^1 + an

where ^stands for potention

:shock: Goddam thats a bit outta my league
 
The guy that did the maths bit has a name like Gorbachev, or something similar i think, i know thats not the right name, but its like that :oops:
 
Bockaaarck said:
The guy that did the maths bit has a name like Gorbachev, or something similar i think, i know thats not the right name, but its like that :oops:

gorbachev was a president of the ussr

and update the correct english expression isn't polinome its polynomial
 
ok. now the question i know the answer to.

what is the form of matrix of the linear operator of rotation in a postitive way(counterclockwise) in two dimensional space? its simple really
 
MaidenMadness said:
ok. now the question i know the answer to.

what is the form of matrix of the linear operator of rotation in a postitive way(counterclockwise) in two dimensional space? its simple really

:o :shock: .........

Consider me as a tumbleweed...........................

slowly rolling past this question :?
 
i'll assume no one knows the answer to this question so i'll answer it and not make anymore questions today as i have a big test from linear algebra and i am all in it right now.

the correct answer is

_ _
| cos(fi) -sin(fi) |
A= | |
| sin(fi) cos(fi) |
- -
 
MaidenMadness said:
i'll assume no one knows the answer to this question so i'll answer it and not make anymore questions today as i have a big test from linear algebra and i am all in it right now.

the correct answer is

_ _
| cos(fi) -sin(fi) |
A= | |
| sin(fi) cos(fi) |
- -
Thanks so much for making that clear :err:
 
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