Find if the below is periodic or not and if yes what is the period: • x(n) = e³n 3π -n • x(n) = e+ • x(n) = = e .зп
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- Determine which waveform in each pair is leading: (a) 6cos(2л60t - 9º) and -6cos(2+60t +9°) (b) cos(t - 100°) and -cos(t - 100°) (c) -sin(t) and sin (t) (d) 7000cos(t - л) and 9cos(t - 3.14°)Find Co for the waveform shown: x(1) A -3-2 0 2 vvvvvv Select one: 00 Q-1.5 -0.5 O-1How to draw amplitude and phase spectra
- the fundamental period of x[n]=4. sin (6.pi.n) is pi=3.14159265359 4 6. 23. Regarding the plotted waveform below: (a) Does it have dc symmetry? (b) Does it have even symmetry? (c) Does it have odd symmetry? (d) What is its period? (e) What is its angular frequency? (f) What is its oscillation frequency? (g) What is a piecewise expression V(t) for one period? 11-10-9 4 VI A 10 12 3 2 H -H -2 -3 8 9 10 11 12 1Please i need full information about this topic please sir step by step I need for paresention (Huygen’s construction for a plane wave) Please sir i need all information for my presentation
- :Converting the following sine function sin(3t - 430) 110- :to a cosine function will result in the following A cos(3t + Bº) ?What is the value of AFind the average value of the periodic waveform below Ai (mA) 8 R % 5 T 1 Q Search 48 6 20 & -5 C1- 17.50 * + KK ( O 4 ► 11 ➤➤I 6 12 + JU prt sc 8 t (ms) delete backspace home 7:20 PM 10/15/2023 num lock endDetermine whether or not each of the following signals is periodic. If a signal is periodic, specify its fundamental period. (dj xi[n] = "3e/3mun+ 1/2W5 (e) x3[n] = 3eiNun- 1/2) %3D
- For complex number 8 + j6, identify the real and imaginary terms.Consider the sinusoidal wave below. What is the frequency of the wave? 20 V - 15 V 10 V 5 V O V .t (μs) 10 20 30 -5 V - -10 V - -15 V – -20 V - teDetermine which waveform in each of the following pairs is lagging: (a) cos 4t, sin 4t(b) cos (4t-80 ), cos (4t)(c) cos (4t+80), cos 4t(d) -sin 5t, cos (5t+2)(e) sin 5t + cos (5t-45) Can someone please help me with this problem and kindly show your solution step by step so that I can comprehend it well. thank you very much for your help.