Q2. For the circuit as shown below, find a single equivalent inductor at terminals (a, b), where L₁=19 mH, L₂=5 mH, L3=22.5 mH, L4=4.5 mH, L5=17.5 mH, and L=10 mH, L7=13 mH, Lg=18.5 mH, and Lg=9 mH. Leq a b L₁ m L4 мее ell L₁ L2 m L6 The equivalent inductance looked at (a,b); ille Li L3 m мее L8 мее Lo

Consider a circuit with three capacitors connected in series. The capacitances are C₁ = 2.3 μF, C₂ = 1.8 μF, and C3 = 5.1 µF. What is the equivalent capacitance (in µF) of the three capacitors? 0.811 X x Are the capacitors connected in series or parallel? Remember that for capacitors in series, 0.677 C₁ = 2.3 μF 1 C3 = 5.1 μF eq = If a 17.0 V potential is applied to the circuit, what is the charge (in µC) of each capacitor? 14.33 ✓ Correct. We know the equivalent capacitance from the previous question. We also know that the charges on capacitors connected in series are the same. Thus, we can multiple the equivalent capacitance by the applied potential to determine the charge. µC If we now connect C₁ in series to C₂ and C3 in parallel, what is the equivalent capacitance (in µF)? (Note: C₁ = 2.3 µF, C₂ = 1.8 µF, and C3 = 5.1 µF.) C₂ = 1.8 μF 1 Ceq 1 ¡C; while in parallel: Ceq = = ΣC, UF X x Are the capacitors connected in series or parallel? Remember that for capacitors in series, -¹…

An inductor with L = 150mH and r = 200(Omega) is in series with a capacitor, a resistor, and a generator of w = 1000 rad / s The voltage across the inductor Vind is measured to be 10.87 V, VR is measured to be 4.65 , and Vc is measured to be 5.96 V. What is the generator voltage V? (Hint: This is the measurement to be performed in this laboratory for LCR circuits. Use the appropriate equations to find VL and Vr' and then use them and the values of VR and VC to calculate V.)

A circuit consists of an inductor and two capacitors all in series. The inductor has a resistance of 10Ω and an inductance of 159μH. The first capacitor has 200pF and the second is a variable capacitor with a wide capacitive range. This series circuit is connected to a 50mV sinusoidal supply of fixed frequency 1MHz. (i) What value of the variable capacitance will be required for a resonance condition  (give the answer in pF)?