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Torques `tau_(1)` and `tau_(2)` are required for a magnetic needle to remain perpendicular to the magnetic fields at two different places. The magnetic field at those places are B1 and B2 respectively, then `(B_(1))/(B_(2))` isA. `(tau_(2))/(tau_(1))`B. `(tau_(1))/(tau_(2))`C. `(tau_1+ tau_2)/(tau_1 - tau_2)`D. `(tau_1- tau_2)/(tau_1 + tau_2)` |
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Answer» Correct Answer - B Torque , ` tau=MB sin theta ` `tau_(1)=MB_(1) sin 90^(@)=MB_(1)` ` tau=(2)=MB_(2) sin 90^(@)=MB_(2)` ` or (MB_(1))/(MB_(2))=(tau_(1))/(tau_(2))` `:. (B_(1))/(B_(2))=(tau_1)/(tau_2)` |
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