Fourier Series Expansion Graph Help

So I am building the code to perform a Fourier Series Expansion, specifically for the function e^(-x) for the domain of 0=<x<2.

My graph looks like this, I don't know how well you will be able to see it, but in essence my function e^(-x) starts at the beginning of the domain and not at 0.

If anybody knows how I can get the function to start at zero, any help would be appreciated.

syms x n s 

f = exp(-x);
L = input('Please enter a value for the domain ');
max = input('Please enter a value for n ');
X= 0:.01:L;

Ao = (1/L) * int(f,x,-L,L);
An = (2/L) * int((f*cos(2*pi*n*x/L)),x,-L, L);
Bn = (2/L) * int((f*sin(2*pi*n*x/L)),x,-L, L);

A = An * cos(2*pi*n*x/L);
B = Bn * sin(2*pi*n*x/L);

s = Ao;
for N = 1:max
    s = s + subs(A,n,N) + subs(B,n,N);
end



figure
fplot(s,[-L L])
hold on 
fplot(f,[-L L])

Answer 1

[Star Strider]

If you want to plot them beginning at 0, remember to tell fplot:

figure
fplot(s,[0 L])
hold on 
fplot(f,[0 L])

That will start them both at 0.