Electromagnetic Induction and Induced Voltage

AI Thread Summary
The discussion revolves around a problem involving electromagnetic induction where a loop with an area of 4 cm² is moving through a magnetic field of 0.6 T at a velocity of 6 m/s. The main confusion arises from the inability to determine the correct equations to calculate induced voltage due to the lack of time and length parameters. Participants emphasize the need to understand the relationship between the loop's motion, the magnetic field, and the induced voltage. The key equation for induced voltage in this scenario is V = B * L * v, where L can be inferred from the area of the loop. Clarification on how to approach the problem and apply the relevant equations is essential for solving it.
Aphrael
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The problem states:

A loop of area 4cm^2 has its plane parallel to the field lines of the magnetic field, B = 0.6t, as shown in the figure. The loop is pulled in the opposite direction of the field with a constant velocity of v = 6m/s.

I am confused as to solve this because I can't figure out an equation to use. It gives me area, magnetic filed, and velocity for a loop in plane. I can't use V=NB dA/dt sin q because I don't know t and I can't use V=NBLv because I don't know L. No matter how I try to solve for either of those values I get no where. I'm stuck and don't know how to start.
 
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