a.) Total Charge delivered to the circuit from t=0s to t=0.2s
b.) Find the power absorbed by the circuit at t=0.1s
c.) Find the Energy absorbed by the circuit from t=0s to t->infinity
a.) Total Charge delivered to the circuit from t=0s to t=0.2s b.) Find the power absorbed...
In the circuit below, find (a) i, and v (b) O power absorbed by the 6-Ohm resistor power delivered by the current source 6Ω 20n3, 24At i,, 90 Ω 10Ω 10Ω
Find the power absorbed and energy absorbed for the
circuit element in Figure 9.7 if:
A a / Circuit Element BO FIGURE 9.7 Voltage and current convention. We were unable to transcribe this image(b) 잇 N 성 °
Find the power delivered to an element at t = pi seconds if the charge entering the positive terminal is q = 8 sin t/4 C and the voltage is v = 6 cos t/4 V
2. (a) Find the average power absorbed by the 232 resistor b) Find the average power absorbed by the 352 resistor. c) Find the average power delivered by the source. (d) Should the result at part (c) equal the sum of the results at parts (a) and (b)? Why or why not? 2S2 3? 24sin(5001) V C 200 ?F 10 mH Sample answers: (b) 18.24 W.
7.2Ω 6Ω 2) For the circuit shown, find (a) the voltage Vo; (b) the power delivered to the circuit by the current source; and (c) the power dissipated in the 10Ω resistor. Vo 300 64Ω 10Ω
Find the power being absorbed by each passive element in the circuit showin below at t 0 if v 50 cos(1,250 t - 40) V. Let R refer to the resistor on the left and let R2 refer to the resistor on the right, and please round your answers to four significant figures. 2.5 k2 0.5H sur $17.5 kΩ Pc(0) PL 0) PR,0) PR,0) mW mW mW
7 2Ω 6Ω For the circuit shown, find (a) the voltage Vo, (b) the power delivered to the circuit by the current source; and (c) the power dissipated in the 10Ω resistor. 2) 5A Vo 30n 64Ω
a) Find the average power delivered to each 10 ? resistor in the circuit shown in the figure below. b) Repeat after connecting,4 to C and B to D . 10? 50? hacia hacia 5012 0 10?
Chapter 9, Problem 9.017 If la(t) = 0.5 cos 2000t A, find the average power absorbed by each element ((a) 160-2 resistor, (b) 40-12 resistor, (c) source, (d) inductor, (e) capacitor) in the circuit in the figure below. 40 0 < 160 (2 ig(t) ( ) 3 60 mH # 12.5 zF ཀྱི གྱི ༦ གྱི @
In the circuit of Figure P3.49 find the power (released or absorbed?) by each source using (a) nodal analysis; (b) loop analysis; (c) the superposition principle. Which method do you prefer the most? The least? Why?