Last two qustions(4,5), please! Project:The switch in the circuit shown below is moved from A to B at t = 0after being at A for a long time.5 kN20 kNВА+ VRt = 0100 V+20 µFV15 µFV2According to that, determine:1. The time constant of vR(t)2. vR (t) at t > 03. i(t)4. v1 (t), v2 (t) and the initial values.5. Show that the stored energy at t = ∞ plus the total energydissipated in the 20 k2 resistor is equal to the energy storedin the capacitors at t = 0.

Answer (4) In the given question, When the switch is at position A before t =0 capacitor acts as an…

Answered: 4. v1 (t), v2(t) and the initial…

4. v1 (t), v2(t) and the initial values. 5. Show that the stored energy at t = o plus the total energy dissipated in the 20 k2 resistor is equal to the energy stored in the capacitors at t = 0.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Analog to Digital Converters

The analog-to-digital converter (ADC) allows circuits controlled by microprocessors, Arduinos, Raspberry Pi, and various reasonable digital circuits to be connected to the real world. In the real world, analog signals have a continuous stream of information from a variety of sources and sensors capable of measuring sound, light, temperature, or movement, in addition to the many digital systems that interact with their environment by measuring analog signals from those transducers.

Question

Last two qustions(4,5), please!

Project:
The switch in the circuit shown below is moved from A to B at t = 0
after being at A for a long time.
5 kN
20 kN
В
А
+ VR
t = 0
100 V
+
20 µF
V1
5 µF
V2
According to that, determine:
1. The time constant of vR(t)
2. vR (t) at t > 0
3. i(t)
4. v1 (t), v2 (t) and the initial values.
5. Show that the stored energy at t = ∞ plus the total energy
dissipated in the 20 k2 resistor is equal to the energy stored
in the capacitors at t = 0.

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