- #1
8700
- 25
- 1
1. Expand the function f(x)=x^3 in a Fourier sine series on the inteval 0≤ x ≤ 1
2. I was thinking of using these equations in an attempt to find the solution
f(x)=∑b[itex]_{n}[/itex]sin(nx)
and
b_n=[itex]\frac{2}{∏}[/itex]∫f(x)sin(nx)dx where n=1,2,...,I am somewhat lost in what to do exactly, could anyone help me step by step??
3. when i integrate in respect of x i get [x^4/4sinnx)-cos(nx)n]
2. I was thinking of using these equations in an attempt to find the solution
f(x)=∑b[itex]_{n}[/itex]sin(nx)
and
b_n=[itex]\frac{2}{∏}[/itex]∫f(x)sin(nx)dx where n=1,2,...,I am somewhat lost in what to do exactly, could anyone help me step by step??
3. when i integrate in respect of x i get [x^4/4sinnx)-cos(nx)n]
Last edited: