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Use a series of source transformations to simplify the circuit below into the Norton equivalent and...
1. Use a series of source transformations to find the power dissipated by the 10 kOhm resistor in the circuit below. 6 ΚΩ 10 ΚΩ 60 V 12 ΚΩ 6 ΚΩ 10 mA 2. Find the Thevenin equivalent circuit of the circuit shown below. +V. - 4 Ω 2ΗΩ 2 mA (1 4V.
Problem 7 Find the Thevenin equivalent at a-b terminals of the circuit below. + ν - Λ 10 kΩ 20 kΩ 70v (E) Problem 8 Use Norton's theorem to find V, in the circuit below. 12 kΩ 2 kΩ 10 kΩ 360v 24 ΚΩ 8 ) 30 mA 1 kΩς ν,
Use source transformation to find the Norton Equivalent circuit with respect to the terminals a,b for the circuit shown below. j6012 a 4/0° A 50 Ω -1002 30 12 w b
Please solve using Norton, Ans: -2V 4. Find Vo from following circuit using Norton's theorem only. 12V 2 ΚΩ 3 mA 4 kΩ 4 kΩ V. 12 kΩ
(a) Find the Norton equivalent circuit of the circuit below after increasing the magnitude of the voltage source to 38 V. (a) Find the Norton equivalent circuit of the circuit below after increasing the magnitude of the voltage source to 38 V. 52 1102202_1_2 19V 4.1 211 382 o
Find the Norton equivalent circuit as seen from terminals a and b for the circuit shown in Figure 1. Norton resistance (Ra-b) Blank 1, kiloohms Norton current (Ia-b) Blank 2, mA Vo 20KQ 10kn a 12V 6Vo b Figure
Use mesh analysis to find Vo in the circuit below. 6 mA + V. - 6 ΚΩ Τ 12v Β) 12 ΚΩ Ι 12 kΩ ΚΑΙ 2 mA T
Calculate the Norton equivalent between the ab terminals of the circuit using the source convers in the circuit given below. j20 Ω 15 Ω 1820° Α 1 20 Ω - j30 Ω 10 Ω -j20 Ω b Λ 15Ω
Problem 4 a) Find the Norton equivalent circuit external to points “a” and “b” in figure below. b) Find the magnitude and polarity of the voltage across the 100 N2 resistor. 602 16 VO 100 22 80 Ω 8 A 40 Ω 8 V + b Problem 5 Find the Norton equivalent circuit for the network external to the 4.7 k2 resistor in figure below. 3.3 k92 1 k92 1.2 k92 ş 5 mA î 2.2 k92 ww 3.3 k92...
5.) For the circuit shown in Figure 5, (a) determine the Norton equivalent current. source IN and Norton equivalent parallel resistance RN with respect to load terminals a and b. Then use your Norton equivalent circuit in part (b) to find the load resistance R mas that would result in the maximum power transfer from the source, and calculate the maximum power. (120 pt, 60 pt) (a) RN IN P MAX (b) R LMAX 10n 30A S20n Ta 10A on...