Supplemcnial problems ( problcms) Problem 1: Solve for vo (t). Given: R-100 kQ, C-1 μF, v1...
Problem 4: For the following RLC circuit, R-1.01 kQ, 100 mH and C-0.1 μF. 1. Find the transfer function H(jo) = Vo(jo)Vi(jo) 2. Find the gain of the transfer function | H(o) 3. Determin 4. Find the phase Ф(c) of the transfer function 5. Find Vo(t) if Vi(t) 100 cos(102 t) +60 cos (101 t) + 10 cos(106t) e the type of the filter. b) c) RVout Lo VoutVin Vin Vin Vin Vout Vout
R1 fR2) fC1) For the circuit shown below: In terms of Vo, RI, R2 CI, t, and s what is the time domain equation for V at node l? In terms of Vo, RI,R2, C1,t, and s what is the s-domain equation for V at node 1? In terms of Vo, R1, R2, C1, t, and s what is the equation for τ? If the voltage at time-0 is 7 V R 1-1 kQ, R2-1 kΩ and C 1-3 μF...
For the following multistage amplifier, find V2 if Vo=40 V, V1=0.2 V, R1=12.0 K2, R2=9.0 KQ, R3=1.0 K, R4=1.0 K2, R5=9.0 K and RL=16.8 K. R5 R1 + R4 Vo 14 V1 R2 RL + V2 no R3 Answer: OV Consider the same circuit as above, but with the following parameters: if Vo=40 V, V1=0.2 V, V2=0.5V, R1=7.3 K2, R2=11.9 K2, R3=1.0 K, R4=0.8 K2, R5=10 K2 and RL=17 K2. What is the magnitude of the current 14 through resistor...
The switch in the given figure opens at t = 0. Find Vo for t > 0, Assume C-10 mF. 2 kQ t=0 15V(± The voltage is given by Vo (t)-Vo (0) e-t/r V, where Vo(0)「 V and τ = S.
1. Consider the circuit of Figure 1 0.01 μF ()-sin(ot) 33 kQ Vo(t) Figure 1 Determine the frequency response function H(jVojw)/V(jw). Sketch the magnitude and phase characteristics (i.e. IH(j and arg(H(js using LTSpice. Indicate the half-power frequency Wc where H(jwH(ju)max
For the circuit shown below: In terms of Vo, R1, R2, R3, R4, C1, t, and s what is the time domain equation for the voltage at node out? Preview In terms of Vo, R1, R2, ,R3, R4, C1, t, and s what is the s-domain equation for voltage at node out? In terms of Vo, RI, R2, R3, R4, CI, t, and s what is the equation for τ? If the voltage V1 at time-0 is 1 V R1-1...
7.2. Show all of your work on this problem. Use V1 12 V, R1 2 kQ, R2 6 kQ, R3 a) The switch in the circuit shown as Fig. 7.2 has been in the closed position for a significant amount of time. What is the voltage across the capacitor just before the switch opens at t = 0? b) Find the time constant for this circuit with the switch open, and write the equation for Vc(t) for t> 0. c)...
please solve these 2 problems. I will rate you up In the circuit shown below, let V. - 3 V.1. - 1 mA, R-3k, Ry - 2.5 kA, R = 1 kq Use mesh analysis to find mesh currents I, and 12. Also, find Vı. R1 V1 R2 W 2 is len 3kR 12 R3 100 IMA Problem 5 In the circuit shown below, let V, -8 V, 1. - 2 mA, R2 = 1 k 2, R2 = 400,...
For the given circuit, Solve for VO , ID , IL , and IZ for the following cases. Take VS=1 V , VD=0.25 V , RD=15Ω , and VZ=0.7 V .a) R1=800 Ω , RL=200 Ω b) R1=500Ω , RL=500 Ω c) R1=200Ω , RL=800Ω d) R1=50Ω , RL=950Ω (1 point) Ov: 141 ŠR lo vo @ 0 For the given circuit, Solve for Vo, ID, IL, and Iz for the following cases. Take Vs = 1V, Vp = 0.25...
Problem 3 (10pt). Consider the sets V1 = {[a, b, c, d]T E R*: a+c=0}, V2 = {[a, b, c, d]T ER+ : a+c= 0,b+d=1}, V3 = {[a,b,c,d)' e R+ : ac =0}. Decide if V1, V2, V3 are subspaces of R4. Explain. Bonus (5pt). If one of V1, V2, V3 is a subspace find a basis for it and find its dimension.