Two concentric coils, each of radius equal to 2 $π$ cm, are placed at right angles to each other. Currents of 3A and 4 A, respectively, are flowing through the two coils. The magnetic induction, in Wb $m^{- 2}$ , at the center of the coils will be
[ $μ_{0}$ = 4 $π$ × 10-7 Wb(A $m^{- 1}$ )]

Question

Two concentric coils, each of radius equal to 2 $π$ cm, are placed at right angles to each other. Currents of 3A and 4 A, respectively, are flowing through the two coils. The magnetic induction, in Wb $m^{- 2}$ , at the center of the coils will be

[ $μ_{0}$ = 4 $π$ × 10-7 Wb(A $m^{- 1}$ )]

Infinity Learn · Accepted Answer

As the coils are placed perpendicular to each other so their magnetic fields will also be perpendicular to each other.$$Bnet=B12+B22$$ $$B1=$$μ$$0$$×$$32.2$$π×$$10-2$$ , $$B2=$$μ$$0$$×$$42.2$$π×$$10-2$$

Two concentric coils, each of radius equal to 2 $π$ cm, are placed at right angles to each other. Currents of 3A and 4 A, respectively, are flowing through the two coils. The magnetic induction, in Wb $m^{- 2}$ , at the center of the coils will be
[ $μ_{0}$ = 4 $π$ × 10-7 Wb(A $m^{- 1}$ )]

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Two concentric coils, each of radius equal to 2π cm, are placed at right angles to each other. Currents of 3A and 4 A, respectively, are flowing through the two coils. The magnetic induction, in Wb m-2, at the center of the coils will be [μ0 = 4π × 10-7 Wb(Am-1)]

Remember concepts with our Masterclasses.

Ready to Test Your Skills?

free study material

Two concentric coils, each of radius equal to 2 $π$ cm, are placed at right angles to each other. Currents of 3A and 4 A, respectively, are flowing through the two coils. The magnetic induction, in Wb $m^{- 2}$ , at the center of the coils will be
[ $μ_{0}$ = 4 $π$ × 10-7 Wb(A $m^{- 1}$ )]