For each of the signals below, please do the following: -T, = Compute the dynamic phasor...

  

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For each of the signals below, please do the following: -T, = Compute the dynamic phasor in MATLAB using a t vector that starts at t ends at t = T, and increments in steps of T/1000. The dynamic phasor is defined in the class notes from 9/2. Compute the static phasor. This is defined in the class notes from 9/2. Compute the value of the dynamic phasor when 0 = wt + = 30°. Plot the waveform as the sum of two complex exponentials. For the cosines, use the and for the sines, use the formula A sin 0 = A + ‚-jo - e 2 ● ● formula A cos 0 = A 4-ejº - 17 e -jo 2j 2j In your submission, you will need to provide an expression for both the positive rotating vector (i.e. the one moving in the counter-clockwise direction) and the negative rotating vector (i.e. the one moving in the clockwise direction). a) 100cos (100t+10°) b) 100sin (100t+10°) c) 50cos (300t+45°) For each of the signals below, please do the following: -T, = Compute the dynamic phasor in MATLAB using a t vector that starts at t ends at t = T, and increments in steps of T/1000. The dynamic phasor is defined in the class notes from 9/2. Compute the static phasor. This is defined in the class notes from 9/2. Compute the value of the dynamic phasor when 0 = wt + = 30°. Plot the waveform as the sum of two complex exponentials. For the cosines, use the and for the sines, use the formula A sin 0 = A + ‚-jo - e 2 ● ● formula A cos 0 = A 4-ejº - 17 e -jo 2j 2j In your submission, you will need to provide an expression for both the positive rotating vector (i.e. the one moving in the counter-clockwise direction) and the negative rotating vector (i.e. the one moving in the clockwise direction). a) 100cos (100t+10°) b) 100sin (100t+10°) c) 50cos (300t+45°)