The switch closes at t 0 in the circuit shown. Determine v) if e(t)-10 sin(2t). 2Ω...
QUESTION1 For the circuit shown in the figure below, the switch is opened at t-0. Determine the current through the inductori after a long time has passed. (Select the one best answer from the choices given below.) ctor i after a long time has passed. opens 1at t-0 5 k2 10 kΩ 4 V L1 0.1 H 12 V O a. 0.75 mA b.1.00 mA c. 1.25 mA 。d. 1.50 mA O e. 1.75 mA 2.00 mA 0 g, 2.25...
The switch in the RC circuit shown in the diagram closes at t = 0. The emf ε = 12V, R = 10 kΩ, C = 11.88 nF. The capacitor was uncharged initially. At what time does the capacitor voltage hit 4.5 V? Express your answer up to one decimal place, and in units of microseconds. I got 55.84 microseconds as my answer...
In the RC circuit shown, the capacitor is initially charged to 10 volts, and the switch closes at time t=0. The voltage across the capacitor can be described by the equation Vc(t) given below for time t>=0 (greater than, or equal to, 0). Determine V_1 and V_2 for this equation. R=100ks mu Tat C=0.1 MF capacitor initial charged to lovolts Y(t) = Vq + (V2-Vq) e Elke for too o Select one: a. V_1 = 3 V, V_2 = 6...
In the RC circuit shown, the capacitor is initially charged to 10 volts, and the switch closes at time t-0. The voltage across the capacitor can be described by the equation Vc(t) given below for time t>0 (greater than, or equal to, 0). Determine V_1 and V_2 for this equation. to R=lo0K C z 0.1 AF capaerfor inifially charged to 1o volts tlRC 4l)= V+ (2-) e for tzo Select one: a. V 1 3 V, V_2 = 6 V...
1. Determine the Laplace transform of the following signals e* .11(t) ; (b) g(t)=Icos(2) + sin(2t)j.u(1-3) ; (c) h(t)-t-e-21. cos(30.11(1) 2. Determine the Laplace transform of the non-periodic signal shown below: h(t) 0 1 2 3 4 t 3. Determine the Laplace transform of the periodic waveforms shown below: fa) f(t) 0 2T 4T 6T 8T 4. Determine the inverse Laplace transform of the following signals 2s (b) G)6s+12 H(s) =s.(14%) (a) F(s)-De (c) (2s +1)(s1 +5s +6 5. Using...
In the RC circuit shown, the capacitor is initially charged to 10 volts, and the switch closes at time t=0. The voltage across the capacitor can be described by the equation Vc(t) given below for time t>=0 (greater than, or equal to, O). Determine V_1 and V_2 for this equation. R=100KR C=o.lMF I capacitor initially I charged to 10 volts V(t) = V₂ + (VZ-V4) e ERC for tzo
(4) (10 points) For the circuit shown below, find i(t) after the switch closes at t=0. 140 Ω 18 Ω 60 Ω * 7 0.2 Η 60 Ω 120 ΩΣ
UMassAmherst In the RC circuit shown, the capacitor is initially charged to 10 volts, and the switch closes at time t=0. What is the maximum value of the current flowing through this circuit for time t >= 0 (greater than, or equal to, 0)? R=100ks Wh + +91 C=0.1 MF capacitor initially charged to lovolts Select one: o a. 40 A (Amps) O b. 40 uA (micro-Amps) c. 4 mA (mill-Amps) O d. RC/4 (Amps) o e. 40 mA (milli-Amps)...
For the circuit shown, the switch has been open for a long time and it closes a t=0. The initial energy stored in capacitor is 250 . 102 w 3V 05v, 522 1c 20 F Question 6: What is the initial condition of the voltage of the capacitor? (A) 0 V (C) 1V (E) None of the above (B) 5 V (D) 3V (E) Question 7: What is the value of v, at t=0*? (A) -3V (C) 2V (E) None...
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-2t e - (13 points) Let f(t) cos 2t, sin 2t) for t 2 0. F() (a) (4 points) Find the unit tangent vector for the curve d (F(t)-v(t)) using the product rule for dt (b) (5 points) Let v(t) = 7'(t). Calculate the dot product and simplify v(t) (c) (4 points) For an arbitrary vector-valued function 7 (t) with velocity vector = 1, what can be said about the relationship between F(t) and v(t)? if F(t) (t)...