# Homework7 - UNIVERSITY OF CALIFORNIA AT BERKELEY EECS...

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UNIVERSITY OF CALIFORNIA AT BERKELEY EECS Department Page 1 of 2 EECS 40/42/100, Spring 2007 Prof. Chang-Hasnain Homework #7 Due at 6 pm in 240 Cory on Wednesday, 03/14/07 Total Points: 100 Put (1) your name and (2) discussion section number on your homework. You need to put down all the derivation steps to obtain full credits of the problems. Numerical answers alone will at best receive low percentage partial credits. No late submission will be accepted expect those with prior approval from Prof. Chang-Hasnain. 1. Hambley, P6.55 2. Hambley, P6.58

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Unformatted text preview: 3. Hambley, P6.64 4. Hambley, P6.66 5. Hambley, P6.71 6. Hambley, P6.75 7. Hambley, P6.77 8. Hambley, P6.78 UNIVERSITY OF CALIFORNIA AT BERKELEY EECS Department Page 2 of 2 9. Consider the circuit shown below. Sketch the asymptotic Bode magnitude and phase plots to scale for the transfer function H(f)=Vout/Vin. 10. Consider the first-order highpass filter shown in Figure P.6.59 in your textbook. The input signal is given by: Vin(t)=10+20cos(200 π t)+10cos(2000 π t). Find an expression for the output Vout(t) in steady-state conditions....
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• Spring '07
• Chang-Hasnain
• Signal Processing, 2. 3. 4. 5. 6. 7. 8, EECS Department

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