In a current carrying loop of area A a current I is flowing- loop is placed inside a magnetic field H in upward direction- Find the potential energy of current loop inside the magnetic filed-Itimes Atimes HI-2times A times Hdfrac-I-A- times HNone of these

Question

Toppr Admin · Accepted Answer

Magnetic moment of the loop -x3BC-I-xD7-APotential energy of the loop inside the magnetic field P-E-x3BC-xD7-H-x27F9- P-E-I-xD7-A-xD7-H

In a current carrying loop of area $A$ a current $I$ is flowing. loop is placed inside a magnetic field H in upward direction. Find the potential energy of current loop inside the magnetic filed.

$I \times A \times H$
$I^{2} \times A \times H$
$\frac{I}{A} \times H$
None of these

Magnetic moment of the loop $μ = I \times A$
Potential energy of the loop inside the magnetic field $P . E = μ \times H$
$⟹$ $P . E = I \times A \times H$

In a current carrying loop of area A a current I is flowing. loop is placed inside a magnetic field H in upward direction. Find the potential energy of current loop inside the magnetic filed.I×A×HI2×A×HIA×HNone of these

Magnetic moment of the loop μ=I×APotential energy of the loop inside the magnetic field P.E=μ×H⟹ P.E=I×A×H

In a current carrying loop of area $A$ a current $I$ is flowing. loop is placed inside a magnetic field H in upward direction. Find the potential energy of current loop inside the magnetic filed.

$I \times A \times H$
$I^{2} \times A \times H$
$\frac{I}{A} \times H$
None of these

Magnetic moment of the loop $μ = I \times A$
Potential energy of the loop inside the magnetic field $P . E = μ \times H$
$⟹$ $P . E = I \times A \times H$