find the fourier series of f(x)=x^2+x+1
ugh ... ive sat down and watched a video on this for hours and it never sank in lol
:'(
give me the ved
have to pass the exam lol
its an mit lecture .. with a chalkboard :) let me see if i can locate it
http://freevideolectures.com/Course/2252/The-Fourier-Transform-and-its-Applications fine, its was stanford but we wont fault them for it :)
ok ok lol
i found it to be pretty cool, but nothing stuck :/
really ? well my prof was cool when he explain it xD but i totally forget it
basically i need to find x then expand for some a_n and try to find pattern
yeah ... basically lol
imma gonna have to see if i can download it and make some popcorn ....
haha lolz xD
well ty for help :)
1) It's neither an even function nor an odd function, so it's not going to be pretty. 2) The Domain of this function is \((-\infty,\infty)\). This is quite a problem for Fourier. Any particular range you would like to repeat in some periodic fashion?
welli solve it wew ! it took me alote of time xD
Really, what periodic assumptions did you make and what was your result?
x=2 sin x-sin 2x +2/3 sin 3x -1/2 sin 4x .... 1=1 x^2=pi^2/3- 4 cos x + cos 2x - 4/9 cos 3x +1/4 cos 4 x+ ...
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