3. Determine the equivalent resistance (RT), total current (Gr). Vi, V2, and V. R1 = 5Ω...
For the circuit below, determine,
a. The equivalent resistance.
b. The total current in the circuit.
c. The total power.
d. The current and voltage for R5 and R7
.
Take, V = 48 V, R1 = 25 Ω, R5 = 45 Ω, R6 = 40 Ω, and R7 = 38
Ω.
2. 10] For the circuit below, determine, a. The equivalent resistance b. The total current in the circuit. c. The total power d. The current and voltage for...
8. In a series circuit, there are three resistors R1 1.5k2, R2 The total current IT 2 mA and Vr-20V ?, (a). (b). (c). Draw the circuit diagram Calculate R2. Calculate Vi and V2.
a) Determine the total resistance, RT. (4 points) b) Find the source current Is. (2 points) c) Find voltages and currents for each resistor and fill in Table 1. (14 points) R2 R3 1.5k 1k R4 3.3k R 1 2k R7 4.7k 10V R5 8.2k R6 5.6k Figure 1 Table 1 VR4 IR4 R3 R3 IR1 R2 R2 R1 Table 1 Cont'd V R7 R7 R6 R6 V R5 R5
Ri R2 Vi 5Ω 10Ω 10 V 10 Figure 1: The circuit of Problem 1 Find V2(t) for all time t20 for the circuit shown in Fig. 1 with initial conditions Vi(0) 3V anc ½(0) = 1 V.
Ri R2 Vi 5Ω 10Ω 10 V 10 Figure 1: The circuit of Problem 1 Find V2(t) for all time t20 for the circuit shown in Fig. 1 with initial conditions Vi(0) 3V anc ½(0) = 1 V.
Please answer clearly
Question 2 The amplifier shown in Figure 2 has the following parameters: Kn(W/L)-1 mA/V2, V-1 V Determine a) Voltage gain (Vo/vi) b) Input resistance (R) c) Output resistance (Ro) d) Maximum output voltage swing so as the amplifier stays in saturation mode. Assume VDD-20 V, R1-2.5 ΚΩ, R2-1KQ, R3-0.5 ΚΩ, R4-5 MQ, R5_1ΜΩ. R4 R1 R5 R2 Ro R3
Question 2 The amplifier shown in Figure 2 has the following parameters: Kn(W/L)-1 mA/V2, V-1 V Determine a)...
Question 9 (1 point) Solve the circuit below by finding all of the current, resistance, and potential difference values and entering them into the table. (SGMXFB] R, = 60 11 = R2 = 60 12 = R = 120 V1 = V2 = V3 = VI = 60 V R1 = 122 R2 = 62 R3 = 6.2 RT = V = 60V W = = IT =
R2 R1 R3 Equivalent Resistance and current (10 pts) 1. R1 = 4 Ω R2-50 R3 = 3 Ω For each arrangement of resistors (a)-(d), find the equivalent resistance between points x and y. Show your work. i. ii. Answer the following for arrangement (d) only, the voltage difference between x and y is 12 V What is the current through each resistor, that is, what is . l2, and Iz. What is the potential difference across each resistor, that...
The total resistance (for each)
Total Current I (for each)
Note: Please show all steps. Typed is preferred for clarity.
R3 5Ω R1 8Ω R2 8Ω 40 V R4 6Ω R1 4Ω R2 8Ω R5 1Ω R3 16 Ω R6 1Ω R4 16 Ω R7 3Ω V1 20 V
Please show any equation manipulation.
Vi = 8 (V) Problem 1 R1 = 8 (1) V2 = 26 (V) HH V4 = 28 (V) Using Kirchhoff's rules in the circuit of image, A- Calculate the current in the circuit. B- Show the direction current in the circuit. C- Calculate the voltage across resistor R. D- Calculate the power delivered to R2 E- After 15 minutes of working of circuit, how much energy is delivered to resistor Rı? V3 = 20...
Learning Goal:
To learn to calculate the equivalent resistance of the circuits
combining series and parallel connections.
Resistors are often connected to each other in electric
circuits. Finding the equivalent resistanceof
combinations of resistors is a common and important task.
Equivalent resistance is defined as the single resistance that can
replace the given combination of resistors in such a manner that
the currents in the rest of the circuit do not change.
Finding the equivalent resistance is relatively straighforward if...