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Question #1 Find: (a) The magnitude of current through the 4012 resistor, assuming = (b) The...
A 6.0 volt battery is connected to a 3.0 ohm resistor for 1 hour. A) Find the current through the resistor. B) Find the total charge that passes through the resistor. A) Find the power output of the battery in 22.1. B) Find the power used by the resistor in 22.1.
MULTISIM 10.65 The variable load resistor R¡ in the circuit shown in PSPICE Fig. P10.65 is adjusted for maximum average power transfer to RL a) Find the maximum average power. b) What percentage of the average power devel- oped by the ideal voltage source is delivered to Rź when R is absorbing maximum average power? c) Test your solution by showing that the power developed by the ideal voltage source equals the power dissipated in the circuit. Figure P10.65 1212...
a) Find the magnitude of the line current IaA (A rms)
b) Find the phase of the line current IaA. (Phase deg)
c) Find the magnitude of VAB the line-to-line load voltage (V
rms)
d) Find the phase of VAB (deg)
e) Find the magnitude of the load phase current IAB (A rms)
f) Find the phase of IAB (deg)
g) Find the total power delivered to the load (kW)
h) Find the power lost in the line. (kW)
A...
1. In the circuit below, find (a) the current in each resistor, (b) the potential difference across each resistor, and (c) the power dissipated by each resistor. The power delivered by the battery equals the power dissipated by all the resistors. What is the power delivered by the battery? 3.0022 MA 6.00 v 2 2.00 4 .00 22 2.00 22
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 3 Find the maximum power transferred (in W) to the load resistor, R1, in the circuit below. 422 422 8A (1) 2 (2)4 (3) 6 (4) 8 (5) 12 (6) 16 (7) 24 (8) 32 (9) None of the above
2Ω 50 1) For the circuit on the right: a) Find the current (1) going through the 45Ω resistor. b) Find Vo c) Find the power delivered by the battery. Vo 450 60V 120 30 10
Question 1 In the circuit shown below, determine the magnitude and direction of current flow through each resistor using KVL and KCL. [5 points]. If point A is grounded, what is the potential at point B? [1 point] If a shorting wire is connected between A and B, what power is dissipated in the 5 12 resistor? [2 points] 223 5v 322 1.5V 322
4. For the circuit given below, a) Find the rms magnitude of V.. b) The 8022 resistor in the circuit is replaced with a variable impedance Z. Find the value of 2 in order to transfer maximum power to Z 1022 - 1022 mH se vom m 240/0° V(rms) 162 3201 802 v.
The variable resistor in the circuit in Figure 6 is adjusted for maximum power transfer to \(R_{0}\)a) Find the numerical value of \(R_{0}\) (2 marks)b) Find the maximum power delivered to \(R_{0}\) (2 marks)c) How much power does the \(180 \mathrm{~V}\) source deliver to the circuit when \(R_{0}\) is adjusted to the value found in (a)? (2 marks)