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(Solved): In MATLAB An ideal square wave as pictured in Figure \( 1.1 \) is a non-sinusoidal waveform where ...



In MATLAB

An ideal square wave as pictured in Figure \( 1.1 \) is a non-sinusoidal waveform where the amplitude transitions instantaneoQ1a - (5 marks \( ) \)
Write a function file that takes a domain vector \( \mathrm{t} \), a scalar amplitude A, and a scalar Q1f - (4 marks)
With a value of \( n \) that satisfies the criteria in Q1e, plot the Fourier series square waveform \( F(t) \

An ideal square wave as pictured in Figure \( 1.1 \) is a non-sinusoidal waveform where the amplitude transitions instantaneously between a fixed minimum and maximum periodically. Square waveforms are used in a wide range of applications from electrical switches and clock timers to sound reproduction and image processing. A square wave with amplitude \( A \) and period \( T \) can be defined by the piecewise function \[ S(t)=\left\{\begin{array}{rl} A, & 0


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