The voltage across a 10 Ω resistor is: v(t) = 30 sin 100t.Find the sinusoidal expression for the current , i(t) through the resistor.Sketch v(t) and i(t) sinusoidal waveforms on the same axis.Can you check if this correct aoаFind the sinusoidal expression for theCurrent, i(t) throughout the resistor.Vin = 30 sin 100€R۱۱VpIp↑i(t)Vin1022I1 = /VPVe →| 30 | 3A > it()=3sin(100+) AR10b. Sketch v(t) and i(t) sinusoidal wave formson the same axisV(wt), i(wt)V(t) = 30 sin (1006)30i (t) = 3 sin (100€)3.180° 270° 360°90°wtwt

Let's analyze the provided solution step by step. Part (a) - Sinusoidal Expression for the Current…

ao а Find the sinusoidal expression for the Current, i(t) throughout the resistor. Vin = 30 sin 100€ R ۱۱ Vp Ip ↑ i(t) Vin 102 2 I 1 = /VP Ve → | 30 | 3A > it()=3sin(100+) A R 10 b. Sketch v(t) and i(t) sinusoidal wave forms on the same axis V(wt), i(wt) V(t) = 30 sin (1006) 30 i (t) = 3 sin (100€) 3. 180° 270° 360° 90° wt wt

ao а Find the sinusoidal expression for the Current, i(t) throughout the resistor. Vin = 30 sin 100€ R ۱۱ Vp Ip ↑ i(t) Vin 102 2 I 1 = /VP Ve → | 30 | 3A > it()=3sin(100+) A R 10 b. Sketch v(t) and i(t) sinusoidal wave forms on the same axis V(wt), i(wt) V(t) = 30 sin (1006) 30 i (t) = 3 sin (100€) 3. 180° 270° 360° 90° wt wt

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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