Force on Current in a Wire: A,B,C?

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Homework Help Overview

The discussion revolves around the force exerted on a current-carrying wire in an external magnetic field, specifically examining the factors that influence this force. Participants are considering various options related to current, magnetic field strength, and wire length.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants are evaluating the correctness of multiple-choice options regarding the relationship between the force and the factors involved. There is a focus on the implications of the equation governing the force and the role of wire length in this context.

Discussion Status

Some participants are expressing confidence in their reasoning, while others are questioning the completeness of their understanding regarding the importance of wire length. There is an ongoing exploration of the relationships between the variables involved.

Contextual Notes

One participant references the context of an IB Physics exam, suggesting that the problem may be framed within specific educational guidelines or expectations.

wakejosh
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Homework Statement


The force exerted on a current carrying wire located in an external magnetic field is directly proportional to which of the following?
a. current in the wire
b. magnetic field strength
c. length of the wire
d. answers a, b and c are all correct
e. none of the above are correct


The Attempt at a Solution


pretty sure its D. just wanted to get a second opinion. thanks.
 
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Yo man, that sounds like an IB paper 1 question.

You doing IB Physics too?
 
wakejosh, the force exerted on a current carrying wire located in an external magnetic field is given by the following expression:

62ns7sz.jpg


What does that tell you? :)
 
well, it tells me that A and B are correct, but I'm just not totally sure if C is correct, but since I don't have any options to say that A and B are correct, then I am thinking D has to be the correct answer, and that wire length is also important.
 
Good use of logic skills there!

But the integral of dl is length... so the equation does tell you about length.
 
wakejosh, the thing is when you integrate between "A" and "B", what you get is the length (of course, if both the current intensity and magnetic field don't depend on the length, you can simply extract them from the antiderivative and when you integrate, you simply get the length).
 

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