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can you help with 5a and subquestion 5b and 5c
this is not and will not be graded
5a. Find the current through a 0.570 H inductor connected to a 70.0 Hz, 550 V AC source.
5b. What would the current be at 95 kHz?
5c. What is the resonant frequency of a 0.490 mH inductor connected to a 35.0 μF capacitor?
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- A 15.0 kHz, 32.0 V source connected to an inductor produces a 1.90 A current. What is the inductance (in µH)? pH7. An inductor and a resistor are connected in series to a battery as shown in the figure below, where V0 = 15 V, L = 3 H and R = 7Ω. What is (i) the maximum current in the circuit and (ii) the maximum energy stored in the inductor?A series RLC circuit consists of a 52.0 resistor, a 3.40 mH inductor, and a 430 nF capacitor. It is connected to a 3.0 kHz oscillator with a peak voltage of 6.00 V. You may want to review (Page 905). For help with math skills, you may want to review: Conversion from Degrees to Radians Part A What is the instantaneous emf & when i Express your answer with the appropriate units. ► View Available Hint(s) - I?
- 2. Let the EMF be E = 10V, r = 20, R = 50 2 and L = 0.6 H. Assume the switch is in position (a) for a long time and then is switched into position (b) at t = 0. a. What is the current through the inductor right after the switch is thrown? b. At what time is the current equal to 0.3 Amp? Show work.In a simple AC circuit shown on the right, C = 0.0045 F, L = 1.4 H, R = 45 Ω, and ΔV = ΔVmaxsin(ωt), where ΔVmax = 5.5 V and ω = 45 rad/s. a. Calculate the numerical value of Z in ohms. b. Calculate the numerical value of Imax in A. c. Calculate the numerical value of φ in radians.The output voltage of an AC source is given by: & 170 sin(377t), where & is in volts and t in seconds. The source is connected across a series RL circuit, in which R = 200.0 2, L = 0.200 H. a. Determine the maximum voltage across the inductor. b. What average power is delivered to the circuit? c. What capacitor should be added to the circuit so that the power delivered is maximum? R L c. How long does it take the electron to make Found X