Find the Fourier series representation of the
function with period T=(1)/(50) given by:
f(t)={(1dots...0<=t<0.01),(0dotsdots.0.01<=t<0.02):}
Find the Fourier series representation of the
function with period 2pi defined by
f(x)=((x-pi ))/(pi ^(2));,0<=x<=pi f(x)=((x-pi ))/(pi ^(2));,0<=x<=pi f(t)=t^(2),0
Find the half range sine series of
f(x)=((x-pi ))/(pi ^(2));,0<=x<=pi
Find the half range cosine series of
f(x)=((x-pi ))/(pi ^(2));,0<=x<=pi
1. Find the Fourier series representation of the function with period T = 1/50 given by:
I0`0>1>0*
....0.01<t<0.02
2. Find the Fourier series representation of the
function with period 2 defined by
f(t)=t2,0<t<2n
3. Find the half range sine series of
x
25x>0
4. Find the half range cosine series of
(x-T)
1 > x >0
Tl