In (Figure i) the battery has emf 39.0 V and negligible internal resistance. R1=6.00 Ω. The current through R1 is 2.50 A and the current through R3= 4.90 A.

Part A
What is the resistance R2 ?
Part B
What is the resistance R3 ?
In (Figure i) the battery has emf 39.0 V and negligible internal resistance.
In the figure the battery has emf 23 V and negligible internal resistance. R1 = 4 Ω, The current through R1 is 1.3 A and the current through R3 is 4.5 A, what is the resistance R3? (Give your answer in decimal using "Ohm ) as unit)
In the circuit in the figure below, the batteries have
negligible internal resistance. (Take R1 = 2.15
Ω, R2 = 4.35 Ω, and R3=
7.00 Ω.)
(a) Find the magnitude of the current in each resistor.
I2.15Ω
= A
I4.35Ω
= A
I7.00Ω
= A
(b) Find the magnitude of the potential difference between
points a and b.
V
(c) Find the power supplied by each battery.
left battery
W
right battery
W
12.0 V R3 12.0 V
Consider the circuit shown in (Figure 1). The battery has emf
92.0 V and negligible internal resistance. R2 = 2.00 Ω , C1 = 3.00
μF , and C2 = 7.00 μF . After the capacitors have attained their
final charges, the charge on C1 is Q1 = 21.0 μCWhat is the final charge on C2?Express your answer with the appropriate units.What is the resistance R1?Express your answer with the appropriate units.
(HW07-26.11) In the following figure(Figure 1), R1 = 5.00 ? , R2 = 6.00 ? , and R3 = 7.00 ? . The battery has negligible internal resistance. The current I2 through R2 is 5.00 A. B) What is the current I3 through R3? C) What is the emf of the battery?
In the circuit in the figure below, the batteries have negligible internal resistance. (Take R1=2.95 Ω, R2=3.80 Ω, and R3=6.80 Ω ).(a) Find the magnitude of the current in each resistor.(b) Find the magnitude of the potential difference between points a and b.(c) Find the power supplied by each battery.
A car battery has an emf of 12.0 V and an internal resistance of 0.20 Ω. While the car is running, the resistance of the rest of the car (the “load” resistance) is 1.00 Ω. What is the current through the battery? What is the terminal voltage of the battery? What is the power delivered to the rest of the car? What is the power dissipated as heat by the internal resistance of the battery?
Problem 21 Consider the circuit shown in the following figure. The battery has emf 56.0 V and negligible internal resistance. R2 = 1.00 12 , C1 = 3.00 uF, and C2 = 6.00 uF. After the capacitors have attained their final charges, the charge on C1 is Q1 = 17.0 4C. (Figure 1) What is the final charge on C2 ? Express your answer with the appropriate units. T: A Q2 = Value A O 2 Units ? | Submit...
A circuit is constructed with five resistors and one real battery as shown above right. We model. The real battery as an ideal emf V = 12 V in series with an internal resistance r as shown above left. The values for the resistors are: R1 = R3 = 24Ω, R4 = R5 = 112 Ω and R2 = 126 Ω. The measured voltage across the terminals of the batery is Vbattery = 11.73 V.2) What is r, the internal...
If V = 20 V and the battery has no internal resistance, what is the current through R3 in the figure? R, = 1012 R2 2012 R3 = 2012 R=30 2 0.20 A 1.0 A 4.0 A 0.050 A
Compute the equivalent resistance of the network in the figure below, and find the current in each resistor. (R1 = 4.00 Ω, R2 = 7.00 Ω, R3 = 10.0 Ω, R4 = 2.00 Ω, and ε = 61.0 V.) The battery has negligible internal resistance. equivalent resistance Incorrect: Your answer is incorrect. Ω current in each resistor Incorrect: Your answer is incorrect. A (Resistor R1) A (Resistor R2) A (Resistor R3) A (Resistor R4)