Here we apply Kirchoff's voltage law and current law to determine the current through branches.


18. Calculate the power dissipated through the 3.002 resistor in the circuit below. 4.00 6.00 V 3.00 6.00 7.00 ww 8...
5) Given the following circuit: 4.00 12 8.00 22 3.00 A 6.00 22 24.0 V + V 2.00 2 a) Find the current I through the 2.00 12 resistor and the voltage V of the battery to the left of this resistor (7 pts) is b) Calculate the power delivered to all elements in the circuit and show energy conserved. (7 pts)
5) Given the following circuit: 4.00 12 8.00 22 3.00 A 6.00 22 24.0 V + V 2.00 2 a) Find the current I through the 2.00 12 resistor and the voltage V of the battery to the left of this resistor (7 pts) is b) Calculate the power delivered to all elements in the circuit and show energy conserved. (7 pts)
5) Given the following circuit: 8.00 22 4.00 22 M 3.00 A 6.00 2 24.0 V V 2.00 2 a) Find the current I through the 2.00 12 resistor and the voltage V of the battery to the left of this resistor (7 pts) b) Calculate the power delivered to all elements in the circuit and show energy is conserved. (7 pts)
Problem (6) For the circuit diagrammed below, please (a) replace the 3.00 12,5.00 12, 2.00 12, 6.00 resistors with a single equivalent resistor, and state the value of the equivalent resistance. 20.0.2 2.002 120.0 V Please find 3.002 6.00 $2 60.0 V (b) the power supplied by the ideal 120.0 V source, 5.00 12 7.00 S2 (c) and the power dissipated by the 5.00 S2 resistor.
Problem (6) For the circuit diagrammed below, please (a) replace the 3.00 12,5.00 12, 2.00 12, 6.00 resistors with a single equivalent resistor, and state the value of the equivalent resistance. 20.0.2 2.002 120.0 V Please find 3.002 6.00 $2 60.0 V (b) the power supplied by the ideal 120.0 V source, 5.00 12 7.00 S2 (c) and the power dissipated by the 5.00 S2 resistor.
Problem (6) For the circuit diagrammed below, please (a) replace the 3.00 0,5.00 , 2.00 0,6.00 Q resistors with a single equivalent resistor, and state the value of the equivalent resistance. 20.00 ww 2.00 1200V Please find 3.00 6.00 60.0 V 5.00 (b) the power supplied by the ideal 120.0 V source, 7.00 and the power dissipated by the 5.00 resistor.
For the circuit given on the right, calculate the power dissipated in the 4 Ω resistor. 3.00 Ω a 2.00 Ω 10.00 V E * 1.00 Ω 5.00V 4.00 Ω b 10.00 Ω Part A Ο 0.160 W Ο Ο 0.800 W 2.50 W Ο 1,44 W
Given the following circuit:
a) Find the current I through the 2.00 Ω resistor and the
voltage V of the battery to the left of this resistor
b) Calculate the power delivered to all elements in the circuit
and show energy is conserved.
4.00 0 8.00 12 W- 3.00 A 24.0V 6.00 12. M- # + 2.00 2..
Question 19 5 pts 1.00 Ω 3.00 Ω ww 7.00 Ω ww 5.00 Ω The power supply voltage is 48.0 V What is the current passing through the 1 Ohm resistor? correct answer not shown 4 A 12A OA 16A
3. Calculate the power dissipated in each resistor in the circuit below. 0.5i, 822 Žin 56 V {212