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

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

Extracted text: solution using matlab 6. A square wave of period T may be defined by the function 1 (0<><><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,="">

Jun 03, 2022
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