Unit I Additional Homework 30) (10 pts) Ohm's Law Challenge-For the circuit shown below: VB 10...
Unit II Additional Homework Ohm's Law Challenge-For the circuit shown below: VB-10 V, R1 = 100 ?, R2-200 ?, R3 300 ?, R4-400 ?, R5-500 ?, R6-600 ?. Calculate the voltage across and the current 6) through each of the resistors in the table. R, /?2 Voltage Current R1 R2 R3 R5 R6 ?s 3 /n 6
For the circuit shown below, using Ohm's law enter in an equation for IR1, IR2, IR3 IR4, IR5, and IR6,in terms of the voltage at nodes 1, (V1),2, (V2), 3, (V3), 4, (V4), R1, R2, R3, R4, R5, Rf6 A sample answer would be (V1-V2)yR1. If you are getting a syntax error, you might not be typing in the variables correctly. Do not try to add subscripts or any formatting, this will cause a syntax error as well. R1 R1...
In the circuit at the right the resistors and batteries have the following values: R1- 25.0 2, R2 35.0 2, R,-15.0 Ω, R4-20.0 Ω, R5-45.0 Ω, R.-50 Ω, V1-35.0 Volts, and V2- 65 Volts 75. What will be the current through Ri? R, R R2 R, 76. What will be the current through R4? 77. What will be the current through R6? 78. What will be the voltage drop across R1?
Use the technique of simplifying this circuit using equivalent resistances into smaller, simpler circuits Given the following circuit: R1 R2 R3 R4 Vs E R5 If RI-36 Ω, R2 : 12 Ω, R3-12 Ω, R4 24 Ω, R5-12 Ω and Vs-9 Volts, determine the circuit equivalent resistance (REQ) and the circuit current (). Also calculate the branch currents through R2, R3, R4, and R5, and the voltage drops across R I, R2, R3, R4 and RS.
PART A Use the technique o simplifying his circat using equivalent resistances into smaller, simpler circuits. Given the following circuit: R1 If Ri . 39 Ω, R2 12 Ω, R3 12 Ω, and Vs 9 Volts, determine the circuit equivalent resistance (REQ) and the circuit current (I). Also calculate the branch currents through R2 and R3, and the voltage drops across RI, R2, and R3. PART B Use the technique of simplifýying this circut using equivalent resistances into smaller, simpler...
a) Find the voltage and current in each bipole and
resistor shown in the circuit by using Maxwell's
method.
b) Verify the results by applying
Kirchhoff's Laws.
R1 = R3 = R5 =
R7 = R9 = 100 Ω
R2 = R4 = R6 =
R8 = R10 = 200 Ω
E1 = E3 = E5 = 9
V
E2 = E4 = 6 V
Ri www R2 www www R9 R7 www R3 Es R: www Ει EA E2 E3...
A circuit made up of 6 resistors is shown in the figure, with resistances R1 = 16 Ω, R2 = 35 Ω, R3 = 29 Ω, R4 = 73 Ω, R5 = 89 Ω, and R6 = 31 Ω. The total current going through the circuit is I = 11.5 A. Part (a) Express the equivalent resistance of the combination of R4, R5, and R6. Part (b) Express the equivalent resistance of the combination of R3, R4, Rs and R6. Part (c) Express...
In the circuit shown in Figure A-4, which of the following
resistors could be placed in parallel with R1 to make the total
power supply current exactly 50 mA?
A. 1 kΩ
B. 545 Ω
C. 500 Ω
D. 240 Ω
R1 Branch A 1 kΩ R2 R3 B 500 Ω 500 Ω Branch --AAA R4 1 k2 R5 R6 Branch C 12 V
ENGR 2131 Electronics and Circuit Analysis Homework 2- Nodal and Mesh Analysis Due: Monday February 12,2018 Name: 1- In the following circuit, use nodal analysis to find the voltage across R and R Consider: R1-500 Ω, R,-125 Ω, R3-250 Ω, R4-250 Ω, Rs = 500 Ω, 1.-1 mA. R, R2 R4 R, Rs 2- In the following circuit, use nodal analysis to find a) the voltage at node a and node b b) the current in RI and R3. Consider:...
Consider the electric circuit shown in the figure. Assume that
the voltage of the battery is V = 23.5 V, and the resistors are
R1 = R2 = R3 = R4 =
R5 = 2.00 Ω.
What is the equivalent resistance of the circuit?
What is the electric current flowing through resistor
R3?
Consider the electri = R4 = R5 = 2.00 2 circuit shown in the figure. Assume that the voltage of the battery is V = 23.5 V,...