Which of the following is true about Kirchhoff's loop rule? Σ+Σ/R_0 O Option 1 1 Σ R = 0 Σ1=0 Option 2 ΣF = 0
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- In figure 7, obtain the mesh equations. If e1 = e2 = e3= 1V and all resistances are equal to each other, being 10 each, what would be the loop currents? loop 3 Loop 1 Mrs 3 Figure: 7 02A 03A 01A O None ارسال الاجابة www r₂ Loop 2 2 02:27:03A circuit is shown in the figure. Which equation is the correct "loop rule" for Loop 1 ? a. +E1 − I1 R1 − I1 R2 − E2 + I3 R3 − I4 R4 = 0b. +E1 − I1 R1 − I1 R2 − E2 − I3 R3 = 0c. +E1 − I1 R1 − I1 R2 − E2 + I3 R3 = 0d. +E1 + I1 R1 + I1 R2 + E2 + I3 R3 = 0e. +E1 − I1 R1 − I1 R2 + E2 − I3 R3 − I4 R4 = 0G F B D E All of the wires in the figure are made of the same material, but one wire has a smaller radius than the others. Which of the follow- ing statements are true of this circuit in the steady state? [A] The electron drift speed at D is greater than the drift speed at G. [B] |Ē| is the same at each labeled point. [C] É at F points up. [D] |Ē| at G is greater than |Ē| at C. [E] The number of electrons passing B each second is the same as the number of electrons passing D each second.
- 1 1 1 1 AV = IR, Req,ser = R₁ + R₂ + R3 + + ... ' Req,par R1 R2 R3 Problem 1: In the circuit show below, R₁ = 4, R2 = 102, R3 = 60, R₁ = 8, R5 = 8N, ε = 9V. What are Req, 11, 12, 13, 14, I5? Answers: Req = 9 £2, 1₁ = 1 A, I2 = 0.5 A, 13 = 0.5 A, 14 = 0.25 A, 15 = 0.25 A. R2 R5 15 12 I₁ w 13 R3 13 R4 14 I- R1 EGiven the parallel circuit presented below IT A I2 R2 R3 12v R1 в The total power that the Power Source of 12V provides is 120 Watts. It is known that the current 13 = 3Amp and the Resistor R2=40. Calculate the value of the resistor R1.Please show all steps
- Exa-c would be greatA square loop has a charge density λ = |x| at y = ±a and [x]Apply the loop rule to loop abcdefghija in the figure below. E, = 24.0 V b d 0.10 2 R 5.0 2 Rs 20 2 E2 = 48.0 V R2 k 12 a e 0.50 2 40 2 0.20 2 R3 78 2 1s E3 E4 = 36.0 V 6.0 V %3D 1 0.05 Ωh O -(1,R2) + E, - (I,r2) – (1,R4) – (I3r2) - E4 – (1gr3) + E4 - (1,R3) = 0 O -(1,R1) + E, - (I,r2) – (1,R,) – (I3r3) – E, - (I,r3) + E - (I,R4) = 0 -(1,R;) + E, - (1,i) - (1,R5) – (I3r4) - E, - (13r3) + Ez - (I3R3) = 0 O -(1,R2) + E, - (I3r3) – (I„R5) – (I34) – E4 - (I3r3) + E4 - (I3R4) = 0 Additional Materials O ReadingIn the circuit of the figure suppose that E = 9.00V, R = 15.0 ? and L = 0.060H. At t = 0, switch S1 is closed. What is the initial current through the resistor just after switch S1 is closed? 0 A 0.600 A 150 A Infinite What is the initial rate of change of the current in the circuit just after switch S1 is closed? 0 A/s 150 A/s 0.600 A/s Infinitethe image shows a circuit with the emf ε = 24 V, the capacitance C = 3 µF. The resistances areR1 = 2 Ω, R2 = 4 Ω, and R3 = 6 Ω. We keep the switch S closed for a long time, under thiscondition a) Briefly explain the state of the capacitor a long time after the switch is closed.b) Calculate the current flowing in R3 (after a long time). Justify your answer.c) Apply Kirchhoff’s Loop Rule to calculate the total current I delivered by the emf, which flowsthrough R1 (after a long time).SEE MORE QUESTIONS