Answered: A 0.180 H inductor is connected in… | bartleby

Related questions

Question

A 0.180 H inductor is connected in series with a 90.0 Ω resistor and an ac source. The voltage across the inductor is v_L = -(12.0 V)sin[1480 rad/s)t]. (a) Derive an expression for the voltage v_R across the resistor. (b) What is v_R at t = 2.00 ms?

Expert Solution

Trending now

This is a popular solution!

Step by step

Solved in 3 steps

SEE SOLUTION Check out a sample Q&A here

Blurred answer

Similar questions

An RLC circuit consists of a 1.34 2 resistor, a 8.44 nF capacitor, and a 5.55 mH inductor. Initially, the voltage across the capacitor is 1.46 V, and no current is flowing in the circuit. How many oscillations occur as the charge amplitude on the capacitor decays to 67.4% of its initial value? It is acceptable to let w' = w. i oscillations (include decimals if needed to keep the appropriate number of significant digits in your answer)
V09
The AC EMF in this electric circuit is described by the following equation: E = 30Ve¹(20)t What is the average power (in W) supplied by the EMF to the electric circuit? 10 mF X 3Ω 112.43 2Ω 000 100 mH
A circuit consists of a 40 Ω resistor and a690 mH inductor connected in series to a 14 Vbattery. What is the value of the current when thecurrent is increasing at the rate of 7 A/s?Answer in units of A
A 200 Ω resistor is connected in series with a 5.0 µF capacitor. The voltage across the resistor is vR =( 1.20 V) cos [(2500 rad/s)t]. (a) Derive an expression for the circuit current. (b) Determine the capacitive reactance of the capacitor. (c) Derive an expression for the voltage across the capacitor.
When connected to a 86.0-Hz AC source, an inductor has an inductive reactance of 31.0 0. What is the maximum current in this inductor if it is connected to an AC source that has an rms voltage of 120.0 V and a frequency of 112.0 Hz?
A resistor with resistance R is connected to an AC source. If the AC source provides a voltage VR(t) = V0cos(omegat), what is the current IR(t) through the resistor as a function of time?
An inductor with inductance L is connected to an AC source. If the AC source provides a voltage VL(t) = V0cos(omegat), what is the current IL through the inductor as a function of time? Use the cosine function.
A series LRC circuit has a 79.3 ohm resistor, a 8.3 uF capacitor, and a 12.3 mH inductor. The AC source has an EMF of 29 V at 750.8 Hz. What is the power factor for this circuit?