Q3] Two coils of inductance 6 IH and 8 H are connected in parallel. If their coefficient of coupling is 0.435, calculate the equivalent inductance of the combination if (a) the mutual inductance assists the self-inductance, and (ii) the mutual inductance opposes the self-inductance.
Q: V = 75cos(5000t)V L1 110mH, L2 = 4mHe C, = 4µF %3D %3D C1 L2 ll Ix R1 V1 Vo 10 Q 100 Ix ll
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- Three capacitors having capacitance values of 20F,40F, and 50F are connected in parallel to a 60 - Hz power line. An ammeter indicates a circuit current of 8.6 amperes. How much current is flowing through the 40F capacitor?R.) Two coils of inductances 4 H and 6 H are connected in parallel. If their mutual inductance is 3 H. Calculate the equivalent inductance of the combination if mutual inductance assists and if mutual inductance opposes the self-inductance respectively. a. 2.4 H & 1.4 H b. 3.75 H & 0.94 H c. 6.25 H & 2.75 H d. 16 H & 4 HThe parallel capacitor combination shown in the figure is connected across a 12 V source. Determine the following: a. equivalent capacitance Ceq b. the charge on the combination. c. the work needed to carry the charge across 1uF + 12V 3uF 2uF
- You are modifying the design of an existing inductor and want the inductance to be 1/2 of it's current value. You could achieve this by which of the following options. Select all that apply. Question 1 options: Decreasing the number of windings by a factor of 2. Decreasing the length of the inductor by a factor of 2. Increasing the area of the inductor by a factor of 2. Increasing the number of windings by a factor of 2. None of the other responses are correct.What is the maximum inductance that can be obtained by connecting four 2-H inductors in series and/or parallel? What is the minimum inductance?A 30-ohm resistor is connected in parallel with a 0.106-H inductor. The parallel combination is then connected in series with a 98-F capacitor. If the whole circuit is connected across a 125 V, 60 Hz. Determine the current through the inductor. Show complete solution.
- The value of the Inductance can be determined by (W - is energy stored in inductor, I - current) O a. ½ W21 O b. 2W/ 12 O c. 2WI2 O d. 2W21Find equivalent inductance. If all the inductance value is 1 H.6) When the frequency of an a.c. circuit containing resistance and capacitance is decreased, the current (a) decreases (b) increases (c) stays the same 7) In a series a.c. circuit the voltage across a pure inductance is 12 V and the voltage across a pure resistance is 5 V. The supply voltage is (a) 13 V (b) 17 V (c) 7 V (d) 2.4 V 8) The impedance of a coil, which has a resistance of X ohms and an inductance of Y henrys, connected across a supply of frequency K Hz, is (a) 2π Κ Υ (b) X + Y (c) √x² + y² (d) √X² + (2nKY)² 9) When a capacitor is connected to an a.c. supply the current (a) leads the voltage by 180° (c) leads the voltage by 1/2 rad (b) is in phase with the voltage (d) lags the voltage by 90° 10) In an R-L-C series a.c. circuit a current of 5 A flows when the supply voltage is 100 V. The phase angle between current and voltage is 60° lagging. Which of the following statements is false? (a) The circuit is effectively inductive (c) The equivalent circuit reactance is 25 2 (b)…
- 5. An alternating current bridge is arranged as follows: The arm BC and DA consists of non-inductive resistance of 800 Q each. A balance is obtained when resistances of the arms DE and CD of non-inductive variable resistances of 200 N, 1k n respectively. The arm EC of a capacitor of 1 µF capacitance. The alternating current source is connected to A and C and the telephone receiver to B and E. Calculate the resistance and inductance of arm AB. Also find Q factor, when supply frequency is 1500HZ.6) When the frequency of an a.c. circuit containing resistance and capacitance is decreased, the current (a) decreases (b) increases (c) stays the same 7) In a series a.c. circuit the voltage across a pure inductance is 12 V and the voltage across a pure resistance is 5 V. The supply voltage is (a) 13 V (b) 17 V (c) 7 V (d) 2.4 V 8) The impedance of a coil, which has a resistance of X ohms and an inductance of Y henrys, connected across a supply of frequency K Hz, is (a) 2π Κ Υ (b) X + Y (c) √x² + y² (d) X² + (2nKY)²Two coils of inductances 4 H and 6 H are connected in parallel. If their mutual inductance is 3 H. Calculate the equivalent inductance of the combination if mutual inductance assists and if mutual inductance opposes the self-inductance respectively. a. 2.4 H & 1.4 H b. 3.75 H & 0.94 H c 6.25 H & 2.75 H d. 16 H & 4 H