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- Suppose the noise power at the input to a receiver is 5 nW in the bandwidth of interest. What would be the required signal power for signal–to–noise ratio of 30 dB? full solution thank you for the help!Characteristic equation of a system is given by, s2+3s+31=0 The value of resonant frequency is: Answer(can you solve it fast?) Which ones are correct about Nyquist's Theorem in sampling? I. Relates the conditions on the time and frequency planes ii. Helps quantize iii. They determine the bandwidth requirement iv. Returns the spectrum of the sign
- A series RLC circuit in which R = 1.00 Ω, L = 1.00 mH, and C = 1.00 nF is connected to an AC source delivering 1.00 V (rms). (a) Make a precise graph of the power delivered to the circuit as a function of the frequency and (b) verify that the full width of the resonance peak at halfmaximum is R/2πL.3. Given a pass-band amplifier in 66MHz, design a frequency mixer that receives a 199.25 MHz signal and produce a 67.25 MHz signalApply Mason’s Rule to calculate the transfer function of the system represented by following Signal Flow Graph
- The voltage gain of an amplifier is described bythe transfer function has an inputvi = 0.004 sin ωt V. Write an expression forthe amplifier’s output voltage at a frequency of(a) 1.59 MHz, (b) 1 MHz, (c) 5 MHz.a) For which frequency does the transfer function become zero? b) For which frequency does the transfer function become 1?For the signal x(n)=4cos (π/12)n + 3 sin (π/8)n , 1-Determine the of power of x(n) 2-Determine and sketch the power density spectrum of x(n) 3-Determine the power density spuctrum of x(n) cos (π/6)n
- fT = 500 MHz, rx = 300 Ω, Cμ = 0.75 pF, CGS = CGD = 2.5 pF. Simulate the frequency response of the amplifier and determine Amid, fL , and fH .4. What is frequency?ı just need fınal aswer In the circuit in the figure, Vcc = 18 V, Rs1 = 0.9 kΩ, Rs2 = 0.5 kΩ, R1 = 75 kΩ, R2 = 15 kΩ, RC = 2.2 kΩ, RE = 1 kΩ and β =120. It is also known that Cwi = 6 pF, Cwo = 10 pF, Cbc = Cu = 7 pF, Cbe = Cπ = 58 pF and Cce = 11 pF. Accordingly, considering the frequency response of the circuit, what would be the high cutoff frequency (fH)? NOTE-1: The output impedance of the transistor is r0 = 20 kΩ and will be considered in the calculations. NOTE-2: The high frequency dependence of hfe, that is β, will be taken into account. a. 189,95 kHz b. 617,33 kHz c. 569,84 kHz d. 474,87 kHz e. 332,41 kHz f. 47,49 kHz g. 142,46 kHz h. 712,30 kHz