
1. Use the step-by-step method on the circuit below to find the inductor current for all...
1. Use the step-by-step method on the circuit below to find the inductor current for all time. 2 ΚΩ t=0 4 ΚΩ + + 40 V 12 ΚΩ 20V 100 ml 3
1. Use the step-by-step method on the circuit below to find the
inductor current for all time.
2. Given the two complex numbers:
a) Express both numbers in rectangular, exponential, and phasor
forms;
b) Find the sum, the difference, the product, and the quotient
of the numbers.
3. Given the three sinusoids:
a) Find their corresponding phasors using a cosine
reference;
b) Does x(t) lead or lag y(t), and by how much?
2 ΚΩ t = 0 4 ΚΩ +...
(1) Use the step-by-step method to find Vo(t) for t>O in the circuit shown below. 4 ΚΩ 4 ΚΩ 200 μF ΑΛΛΑ 24 VB X, ο 34 ΚΩ 2 ΚΩ Bo(1)
10. Find ix in the circuit below if the current supply is is(t)= 12 cos (10%t) u(t) A and the initial conditions for the capacitor and inductor are 40V and 0.5A, respectively. Assume currents on those two storage elements are going down. 20i, 3502 20 mH 40 F 1022
Use the step-by-step method to find i0(5 ms)
in the circuit in the figure below.
Please show all work and methods used.
4 Ω t = 0 12 Ω 6ΩΣ i. (1) 4 Ω 12v (+ 3Η 3Α H
Use the step-by-step method to find
io(t) for t > 0 in the
circuit in the figure below.
Chapter 15, Problem 15.023 Incorrect Use the step-by-step method to find i.(t) for t> 0 in the circuit in the figure below. 12V am W 4 k12 4 ka 34 kA 34k12 +500uF t = 0 ti(t) | Please round all numbers to 3 significant digits. Click here to enter or edit your answer jo(t) = mA * t 2.4 +0. 15...
For the circuit below Given that Vs(t) is a step input and at t<0 it is at OV. Now at t=0, Vs(t) =IV. RíkQ, L=1 mH. Given that the inductor has no current prior to t-0 (and the current of the inductor cannot change instantaneously), find and sketch the solution of ir(t). What is VR(t)? Vs Figure GC3
ts) Use the step-by-step method to find vo (t) for t >0 in the circuit. 4 A 6f2 3 0 2 H ott) +12 V
5. For the circuit shown below, find the current iu(t) flowing in the 4 H inductor fort20. 4Ω i, (t) t=0 4 H 12 V 50 mF 8Ω
2.5 QUESTION 8 Find the inductor current in the circuit shown below. Given L = 100 mH, V = 200cos 80t V, and i(0) =0 A IL vL(C) [2.5 sin 80t] A (-2.5 cos 80t] A -2.5 sin 80t] A t2.5 cos 80t] A