A square conducting loop of length ‘L’ carries a current ‘i’. the magnetic field at the center of the loop is
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a
Independent of L
b
Proportional to L
c
Inversely proportional to L
d
directly propotional to square of L
answer is C.
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Detailed Solution
Magnetic field at the center due to either arm B1=μ04π×iL/2sin450+sin450 =μ04π×22iLField at center due to the four arms of the square B=4B1=4×μ04π×22iL⇒B ∝ 1L .