In the circuit shown, R, = 3 N, R2 = 2 1, R3 = 5 0, e, = 4 V, E2 = 10 V and ɛg = 6 V. Find the currents /, 12 and I3, and the potential difference Vaf using Kirchhoff's rules. E2 + R2 R3
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- In the circuit shown, R 1= 5Ω, R2 = 6 Ω, R3 = 7 Ω, E1 = 9 V, E2 = 5 V and E3 = 12 V.A. Solve for the currents I1,I2, and I3 using Kirchhoff’s rules.B. What is the potential difference Vaf ?Compute the individual values and the total values of the capacitance, charge, and voltage of the circuit in Series and Parallel Connection. Draw the circuit.C1 = 3.5 x 10−12 FC2 = 4.7 x 10−12 FV = 1600 VFor the circuit shown in the figure, R1 = 2552, R2 = 5052, R3 = 3352 R4 = 6052. Rs = 105, I1 = 376.6m.A, I2 = 335.1m A, and the batteries are ideal. Determine the battery voltage V2 (in V) Could you look at correct answer show all work
- Of the circuit below, C1 = 9 nF, C2 = 7 nF, C3 = 9 nF, and V = 7 V. What is the equivalent capacitance? GIve your answer in nF.for the network of Figure Q4 (c), R = 40Ω _, L= 4 H, C= 1/4 F, Calculate the characteristic roots of the circuit.Part A and B, please Consider the circuit shown in (Figure 1). The battery has emf 72.0 V and negligible internal resistance. R2= 2.00 Ω, C1= 5.00 μF, and C2= 8.00μF. After the capacitors have attained their final charges, the charge on C1is Q1= 18.0 μC. Part A What is the final charge on C2? Express your answer with the appropriate units. Part B What is the resistance R1? Express your answer with the appropriate units.
- Which one of the equations is incorrect for the circuit below? A. I1 + I2 - I3 = 0 B. 8I1 - 2 I2 = 7 C. 2I2 + 4I3 = -12 D. I3 - I1 - I2 = 0 E. All of the above are correctFind the equivalent capacitance in the circuit above, where C=1 F. Group of answer choices 0.67 F 1.5 F 3.0 F 1.0 F 0.33 FIf the potential difference ∆V12 = -90 V, the potential difference ∆V23 = 0 V, and the potential difference ∆V41 = -60 V, what is the potential difference ∆V34?
- For the circuit shown in Fig.1 below, C1 = 5μF, C2 = 4μF, C3 = 6μF and ∆V = 65V. Find:(a) the equivalent capacitance, (b) the charge on each capacitor and (c) the potential differenceacross each capacitor.Figure 1: Problem 2.Problem 3For the circuit shown in Fig.2 below, determine the resistance R such that the current in R is0.50 A, with the sense from a to b.Figure 2: Problem 2.Problem 4A straight wire of length 0.40 m, carrying current I = 7.0 A is oriented at angle θ = 27◦ toa uniform magnetic field B = 1.2 T. The field is in the positive x-direction. Determine themagnitude and direction of the magnetic force on the wire.135. Consider the circuit illustrated below. (A) Find each of the currents. A C B 3.0 Ω 3.0 Ω 24 V 21 V 18 V 6.0 Ω D (B) What numerical value, with units, does the voltmeter read? (C) Rank the electric potential at points A, B, C, and D.Considering the following circuit. What is the minimum number of equations to determine the Vx?. A )1 B) 2 C) 3 D)4 E)5 F)6