If the current flowing in a coil is reduced to half of its original value, the relation between the new energy (E2) and the original energy (E1) stored in the coil will be
(A) E2 = E1
(B) E2 = 2E1
(C) E2 = \(1\over2\)E1
(D) E2 = \(1\over4 \)E1
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The Correct option is D) E2 = \(1\over4\)E1
Explaination
Current is become half of the given value.
\(E={1\over2}Li^2\)
i.e.
\({E_2\over E_1}={({i_2\over i_1})^2}=({1\over2})^2\) __{current halfs i2=1/2 i1}
\(E_2={1\over4}E_1\)
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