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- Please help. I need the answer for #2 thank youSAMPLE 2. Determine V across and I passing through Z, if Z is... a) 500 + j300OQ b) 100 Q and 10µF in parallel Ans: I = 0.3887Z– 31.5948° A V = 226.65292 – 0.6311° V I = 0.8344267.8325° A j10.2 4.0 I V = 236.55062 – 1.5115° V Wr 23020°V V 60HZC1 L1 R1 V1 Vout V1 contains the fundamental and its harmonics (fo, 2fo, 3fo, ...). The amplitude of the harmonics is inversely proportional to the harmonic number. V(fo) = 10 mV V(2fo) = 10mv/2 = 5 mV V(3fo) = 10mv/3 = 3.33 mV V(4fo) = 10mv/4 = 2.55 mV a) What is the minimum value of Q for the circuit that will attenuate the third harmonic (3fo) in Vout to be less than 1% of the fundamental? b) What is the amplitude of the fifth harmonic (5fo) as a percentage of the fundamental?
- All signals (Q2, Q1 and Q0) are initially at '0'. Draw and explain the waveform at Q2, Q1 and Q0.A stringed instrument generates a complex waveform with the following components: 250 Hz with an amplitude of 5 Pa 500 Hz with an amplitude of 3 Pa What is the fundamental frequency? What other harmonic is represented? What equation would represent this complex waveform? Calculate the amplitude values every 45° (0°, 45°, 90°, etc.). Plot the resulting points on a graph of degrees vs. pressure, and connect them to see the shape of the complex waveform.Investigate the function of the offset in the function generator.
- What is the frequency of the input signal if the measured capacitive reactance is equal to 28 Q. Given that R1 = 1738 Q and C1 = 1 micro Farad. The voltage is kept constant at 5V. Note: Express your answer in Hz and in 2 decimal places. No need to include the unit. V R1 www C1 Xc Vout -OA current of 1A RMS 60HZ flows through a 120mH inductor. Calculate the RMS voltage drop across the inductor. 25.7V RMS O 45.2V RMS O 33.1V RMS O 18.8V RMSCalculate the phase difference between the Vin (V1) and Vout (Vc) signals in this circuit and express it in degrees and as a time delay. Also indicate whether Vout would be leading or lagging Vin. Vc R1 1.7 ka V1 sine C1 47 nF 929 Hz