An electromagnetic coil with L = 200 mH carries a current that varies with time according to I(t) = 2.0 A sin(62 s1. t). What is the equation/expression for the voltage induced on the coil? . OV(t) = -12.4 V sin(62 s ¹. t) OV(t) = 0.4 V sin (62 s ¹. t) OV(t)=-620 V sin (62 s ¹. t) 1 OV(t) = 124V cos(62 s ¹. t) . OV(t)= -24.8 V. cos(62 s 1 ¹. t)

An electromagnetic coil with L = 200 mH carries a current that varies with time according to I(t) = 2.0 A sin(62 s1. t). What is the equation/expression for the voltage induced on the coil? . OV(t) = -12.4 V sin(62 s ¹. t) OV(t) = 0.4 V sin (62 s ¹. t) OV(t)=-620 V sin (62 s ¹. t) 1 OV(t) = 124V cos(62 s ¹. t) . OV(t)= -24.8 V. cos(62 s 1 ¹. t)

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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=
.
An electromagnetic coil with L 200 mH carries a current that varies with time
according to /(t) = 2.0 A sin(62 s1. t). What is the equation/expression for the
voltage induced on the coil?
OV(t) = -12.4 V sin(62 s ¹. t)
OV(t) = 0.4 V sin (62 s ¹. t)
-1
OV(t)=-620 V sin(62 s ¹. t)
OV(t) = 124V · cos(62 s ¹. t)
-1
-
.
-1
OV(t) = -24.8 V · cos(62 s¯¹. t)
S

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