solution using matlab 6. A square wave of period T may be defined by the function 1 (0

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solution using matlab
6. A square wave of period T may be defined by the function
1 (0<t<T)
-1 (-T<t<0)
f(t)=
The Fourier series for f(t) is given by:
1
F(t)=:
sin
Tk-02 k+1
(2k+1)at
T.
It is of interest to know how many terms are needed for a good approximation to this
infimity sum. Taking T-1, write a program to compute and display the sum to n terms of
he series for t from 0 to 1 in steps of 0.1, say. Run the program for different values f n,
e.g. 1, 3, 6, etc.
Transcribed Image Text:solution using matlab 6. A square wave of period T may be defined by the function 1 (0<t<T) -1 (-T<t<0) f(t)= The Fourier series for f(t) is given by: 1 F(t)=: sin Tk-02 k+1 (2k+1)at T. It is of interest to know how many terms are needed for a good approximation to this infimity sum. Taking T-1, write a program to compute and display the sum to n terms of he series for t from 0 to 1 in steps of 0.1, say. Run the program for different values f n, e.g. 1, 3, 6, etc.
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