Keeping dissimilar poles of two magnets of equal pole strength and length same side, their time period will be

Question

Keeping dissimilar poles of two magnets of equal pole strength and length same side, their time period will be (A) Zero (B) One second (C) Infinity (D) Any value

Tardigrade Admin · Accepted Answer

T=2 π √(I1+I2/(M1-M2) BH) Here M1=M2=M; ∴ T=∞

Q. Keeping dissimilar poles of two magnets of equal pole strength and length same side, their time period will be

Zero

One second

Infinity

Any value

$T = 2 π \frac{I _{1} + I _{2}}{( M _{1} - M _{2} ) B _{H}}$
Here $M_{1} = M_{2} = M;$
$∴ T = \infty$

Q. Keeping dissimilar poles of two magnets of equal pole strength and length same side, their time period will be

Zero

One second

Infinity

Any value

T=2π(M1​−M2​)BH​I1​+I2​​​ Here M1​=M2​=M; ∴T=∞

$T = 2 π \frac{I _{1} + I _{2}}{( M _{1} - M _{2} ) B _{H}}$
Here $M_{1} = M_{2} = M;$
$∴ T = \infty$