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The Magnetic Flux Through a Loop is Varying According to a Relation Phi = 6t^2 + 7t + 1.Where Phi Is In Milliweber and T is in Second. What is the E.M.F. Induced in the Loop at T = 2 Second? - Physics

Question

The magnetic flux through a loop is varying according to a relation phi = 6t^2 + 7t + 1 where phi is in milliweber and t is in second. What is the e.m.f. induced in the loop at t = 2 second?

Solution

Given : phi = 6t^2 + 7t + 1  (in milliweber),t=2s

find: Magnitude of induced e.m.f. (e)

formula:  e=(dphi)/dt (in magnitude)

Calculation: Using formula

e=d/dt(6t^2+7t+1)

=12t+7

At t=2s

|e|=12 xx 2 + 7

=31mV=31xx10^-3V

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2016-2017 (March) (with solutions)
Question 6.6 | 2.00 marks

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Solution The Magnetic Flux Through a Loop is Varying According to a Relation Phi = 6t^2 + 7t + 1.Where Phi Is In Milliweber and T is in Second. What is the E.M.F. Induced in the Loop at T = 2 Second? Concept: Electromagnetic Induction.
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