If we double all the parameters of the force acting on the current-carrying conductor and θ = 90°, then the magnetic force becomes:
Correct answer: C. Eight-times
- A. Half
- B. Double
- C. Eight-times
- D. Four-times
Explanation
As we know, the force experienced by the current-carrying conductor is given by F=IBL (sinθ=1) F'=IBLsinθ If = 90o If all other parameters, i.e. I, B, and L, are doubled, then we can write F'=2Ix2Bx2Lsin90 F'= 8IBL F'=8F
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About Magnetic Flux Density
Magnetic flux density measures the magnetic force acting on a current carrying conductor or moving charge in a magnetic field. Work includes the relations B equals F divided by IL and F equals qvB, the tesla as its SI unit, field direction and the distinction between flux density and magnetic flux.
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