In the figure below, the ideal battery has emf E = 30.0 V, R_1 = R_2...
In the figure the ideal battery has emf = 32.8 V, and the resistances are R_1 = R_2 = 18 Ohm, R_3 = R_4 = R_5 = 6.6 Ohm, R_6 = 4.9 Ohm, and R_7 = 3.9 Ohm. What are currents (a) i_2, (b) i_4, (c) i_1, (d) i_3, and (e) i_5?.
In the figure the ideal battery has emf expectation = 32.6 V, and the resistances are R_1 - R_2 - 26 ohm, R_3 - R_4 - R_5 - 8.7 ohm, R_6 - 5.0 ohm, and R_7 = 3.4 ohm. what are currents (a)/2, (b)/4, (c)/1, (d)/3 and (e)/3?
I need help with part b of #1 and also #2 R_1 = 1.12 Ohm; R_2 = 2.24 Ohm; R_3 = 5.60 Ohm; R_4 = 3.36 Ohm How much current flows through each of the four resistors? I_1 = A I_2 = What is the total current delivered by the battery? What is the voltage across R_1? What are the voltages across each of the three parallel resistors? A I_3 = A I_4 = A
Hi would you mind answering the question? I appreciate your help. (Matlab) - using matlab program Write a MATLAB program to solve for the currents i_1, i_2, and i_3 (amps) in the circuit shown below in which the resistances are R_1 = 20, R_2 = 13, R_3 = 6, R_4 = 32 and R_5 = 110 ohms and the input voltage V_i is 120 volts Derive the equations using the Kirchoff Voltage Law (sum of voltages around a loop must...
finde the voltages by nodes: V_1,V_2,V_3,V_4 Data: i_1,i_2,i_3,i_4=1_A R_1,R_2,R_3,R_4,R_5= 1ohm 1 volt R5 64 1 V3 R4 R1 V2 1 amp R3 < 1 amp R2
Consider the following figure. (Assume V = 13 V, R_1 = 2.9 Omega, and R_2 = 1.2 Omega.) Can the circuit shown above be reduced to a single resistor connected to the batteries? Explain. Calculate each of the unknown currents I_1 I_2 and I_3 for the circuit. (Give the magnitude of the current only.) I_1 = A I_2 = A I_3 = A
In the figure below. E = 9.00 V, R_1 = 100 Ohm, R_2 = 500 Ohm, and R_3 = 700 Ohm. (a) What is the equivalent resistance of the three resistors? (b) What is the electric potential across resistance 1? (c) What is the current through resistance 3?
Consider the circuit shown below: R_1 = 670 Ohm R_2 = 190 Ohm R_3 = 780 Ohm R_4 = 690 Ohm E = 6.0 V Calculate the potential difference across R_4. Correct, computer gets: 2.56e+00 V Calculate the power dissipated in R_3
A battery V = 24.0 volts, a resistor R_1 = 12.0 Ohm and a resistor R_2 = 4.0 Ohm are wired into a circuit with an ideal voltmeter connected across R_2. See the figure. What is the reading of the voltmeter? A battery V = 24.0 volts, a resistor R_1 = 12.0 Ohm and a resistor R_2 = 4.0 Ohm are wired into a circuit with an ideal voltmeter connected across R_2. See the figure. What is the reading of...
Find the potential difference across each resistor in the figure below. (R_1 = 4.90 Ohm, R_2 = 3.80 Ohm, R_3 = 2.80 Ohm, R_4 = 2.40 Ohm)