Here,
for the resistance of 8 and 12 Ohm in parallel
R1 = 8 * 12/(8 + 12)
R1 = 4.8 Ohm
Using current divider
I1 = 6 * 4.8/(4.8 + 4)
I1 = 3.27 A
again
I2 = (6 - 3.27) * 12/(12 + 8)
I2 = 1.64 Ohm
again
I3 = (6 - 3.27) * 8/(12 + 8)
I3 = 1.09 A
and current , I4 = 6 A
Use voltage divider rule to
determine the value of current Io1 in the following schematic
2mA(↓ V Iol
Re-arrange the below circuit to calculate the current into R5 using current divider rule. No mark will be given for different method R2 0.5kQ R3 1kQ R4 1kQ R5 1kQ 1 1A R1 1kQ For the circuit in question 2, design the D'Arsonval ammeter to measure the current in R5 using a coil with the following details: V coil is 100mV I Coil is 3mA
For the given circuit, a) Find I using Zeg method. b) Use current divider rule to find 12 and 13 from 11. c) Using the results from part (b), prove KCL to be correct for the node shown by the dashed boundary. d) Using the value of 11, find V2 by applying phasor Ohm's Law on 80N resistor. e) Find V3 from Vand V2 using KVL. 80 12 + V - L + 600/0° V (+v 8 j80 12 V...
Using Kirchhoff's current law, calculate the unknown currents for the parallel circuit in Figure. lia 12 A 12A 1 G + 10 A (b)
esign the current divider circuit shown in Fig. 5 such that it produces the branch currents of 16.67 mA, 10 mA, and 6.67 mA, as indicated. Since a true current source is not available, it is implemented here as a 15-volt source in series with a 100 Ω resistor. It is therefore necessary to choose Rı, R2, and Rs so that the total supplied current is Is- 33.33 mA, and the three branch currents are as shown. Table I -...
can you solve this 5 problem please
Q2. Using voltage divider and/or current divider to find the unknown on each of the circuits: 40 V -) ) ξR, υ ξR, 6 Ω 20 Ωξυ, 2.4A 1) 1890 Ω ξ10Ω 10 Ω ξ5 kΩ 360 kΩ 45 VI + υ, ξ 20 kΩ ξ90 ΚΩ Q3. Using a Y to delta transformation find the currents il, i2, and i3. And the power delivered by the source. 56 Ω 44Ω 80 Ω...
Using resistor combinations and the voltage divider rule find
V1, V2, V3, & V4
SUST sujer
(c) Calculate Vo in the circuit of Figure 3 using voltage divider rule. 10Ω + 9 v 12 Ως V.324 Figure 3 (8 marks)
Using Kirchhoffs Rule, find the currents: Total voltage of these two batteries is measured as 2.4 V. Draw the circuit diagram about this line connection. Find the Current at A: mA Find the Current at B: mA Find the Current at C: mA
0 - ZOOM + 1. Use current divider rule to find ii and iz + 120 4 0 , 323R, 30 A 123 R2 Enter Full Screen 2. Use Nodal Analysis to find Vị and V2 v 15 12 23 240 3100 593 O 4 A Ref. 3. Use Nodal Analysis to find V. 6V 1