Solved: The waveform shown in Figure 12, called a sawtooth
Chapter 4, Problem 4.1.354(choose chapter or problem)
The waveform shown in Figure 12, called a sawtooth wave, can be represented by the Fourier series sin (21TX) sin f(x) sin (1TX) + 2 + ---'-3-- + --'-4-- + "',0:< 4 Use your graphing calculator to graph the following partial sums of this series. sin (21TX) a. f(x) sin (1TX) + 2 sin sin (31TX) b. f(x) = sin (1TX) + + 2 3 sin (21TX) sin (31TX) sin (41TX) c. f(x) sin (1TX) + + + 2 3 4 sin (21TX) sin (31TX) sin sin (51TX) d. f(x) = sin (1TX) + + 3 + + 2 4 5
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