40/60° V +1 2 Ω ww 16Ω -j4Ω Η j8 Ω 1:2 -j12 Ω FIND the value of Vı and Vá and Io. Topic: Magnetically Coupled Circuit 20 Ω ww +) 30/0° V
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- QUESTION 9 E-06, PC-02. Three inductors 5 mH, 15 mH and 25 mH are connected in series. What is the total inductance? 5 mH. 45mH. Without knowing the coupling factor the total inductance cannot be found. QUESTION 10 E-06, PC-05. An inductor is said to be saturated when? The current through it is zero. The current is at a maximum. It will no longer accept lines of flux.Determine the DC currents (B. Ic and le) and de juncion voltages (VBE, VCE and Vca) mA. Ic ma, E mA VBE= V. VCE Vand VCB Use 2 decimal places. RB Use the following values: VBB = 3V RB = 4 kQ Rc = 166 0 Vcc = 19 V BDC = 70 %3D %3D VCC RC VBBin part (b, across the-j11-N capacitance in part (c). (C) j16 2 -jll 2 el 24 Q j40 Ω :-j1 Q j4Ω -3Ω -j8 Q 100 V/30° ( j10 Q -j102 j9 2 10 Ω Figure 23-24 ion 23-5 Source Conversion Convert the 120-V source and
- A non-sinusoidal current source (iT=2+1.5sin1000t+ 1cos3000t-0.5sin4000t) A is ?applied to the circuit shown. Find the total power 4Ω iL ww ic iT -J92 J42 55 W O 28 W O 20 W O 39 W O0 !!! a *Further Engineering Mathematic X + File | C:/Users/user/Downloads/Further%20Engineering%20MathematicsAssignment-2.pdf Draw T Read aloud CD 9. The two complex numbers V and W represent two reactances connected in series. Calculate the total reactance by finding their sum. AF 3+j4 B = 4-j5 C = 5-j2 D=1-j3 E = 2 +j3FF" FF 4+j1 3 of 4 10. The complex numbers V and W represent two force vectors. Place them on an Argand diagram and calculate the difference between them. 11. Use your given values of V and W to represent the reactances Z₁, Z₂ (as shown in the circuit diagram). Calculate the current flowing in the circuit in polar form if the voltage is v = 1220° and V i = ZTotal Z₁ Z₂ o J (¹) ENG T 60 11:16 PM 3/17/2023 xFind the current through the load in polar form. R1 L1 R3 C1 100 150MH 250 30uF E E1 502 120 Vms 150 Vrms 60 Hz 60 Hz 30 45° 250m H
- Q4. Determine the equivalent inductance and equivalent current of the inductive circuit in Figure Q4. If L5 is replaced with a capacitor of 0.5 mF, how would it affect the branch current? The alternating Voltage source has an amplitude of 20 Vm. Vm Sine 50 Hz L1 5 mH L2 3 mH Figure Q4 reee L3 6.6 mH L4 2.8 mH rele L5 7 mHPlease show your detailed solution Number 14 The current in a series inductive circuit is 7.5 A at 25 Hz. The circuit takes 425 W, and the power factor is 0.47. The resistance of the circuit is A. 7.32 ohms C. 7.98 ohms B. 7.86 ohms D. 7.56 ohmsWhat is the equivalent inductance between a and b for the circuit shown in the figure: 4₁ L3 9 mH 23.8 mH 26.8 mH 24.8 mH 25.8 mH L₂ 56 mH 6.5 mH L4 30 mH L5 42 mH
- A non-sinusoidal current source (iT=2+1.5sin10o0t+ 1cos3000t-0.5sin4000t) A is applied to the circuit shown. Find the total power? * İL iT ic -J9Ω J4Q O 55 W 20 W 39 W 28 WDetermine the equivalent inductance and equivalent current of the inductive circuit in Figure Q4. If L5 is replaced with a capacitor of 0.5 mF, how would it affect the branch current? The alternating Voltage source has an amplitude of 20 Vm. Vm Sine 50 Hz L1 5 mH L2 3 mH cele rele Figure Q4 rele celer L3 6.6 mH L4 2.8 mH reler L5 7 mHA non-sinusoidal current source (iT=2+1.5sin1000t+ 1cos30o0t- 0.5sin4000t) A is applied to the * ?circuit shown. Find the total power İL iT ic -J9N J4Q 39 W O 20 W O 55 W 28 W )!( هذا السؤال مطلوب