Finding the North Pole of a Magnet Using the Right Hand Rule

AI Thread Summary
To determine the north pole of a magnet using the right-hand rule, one must focus on the magnetic force acting on the current-carrying rod rather than the magnetic field created by the current itself. The right-hand rule can be applied to find the direction of the magnetic force, which is essential for identifying the pole. While both right-hand and Fleming's left-hand rules can be used, the right-hand rule is more commonly referenced in recent textbooks. Understanding the distinction between these rules is crucial for solving related problems. Clarification on this topic can enhance comprehension of magnetic forces in physics.
Cici2017

Homework Statement


A current carrying rod is held horizontally between the poles of a magnet by a magnetic force.
magnet-current (into the page) -magnet
determine which side is the north pole of the magnet?

Homework Equations

The Attempt at a Solution


If I use the right hand rule, then the magnetic field direction is clockwise around the current.
Is this right? What do I do next?

Thanks~
 
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This is the question:
 

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Cici2017 said:
If I use the right hand rule, then the magnetic field direction is clockwise around the current.
You don't want the magnetic field created by the current. You want the force on the current due to the magnetic field of the magnet.
 
There are various right-hand rules and left-hand rules that people have invented. Most recent textbooks that I have seen talk only about certain right-hand rules and don't mention any left-hand rules. But if you are familiar with Fleming's left-hand rule, then you can use it for this problem.

The right-hand rule to which @Doc Al refers is just as good and will yield the same result.
 
TSny said:
There are various right-hand rules and left-hand rules that people have invented. Most recent textbooks that I have seen talk only about certain right-hand rules and don't mention any left-hand rules. But if you are familiar with Fleming's left-hand rule, then you can use it for this problem.

The right-hand rule to which @Doc Al refers is just as good and will yield the same result.
Got it! Thank you so much~
 
AuroraUsa said:
I can help you if you are still in a need.
Hi, thank you! Can you please help me with this? It is a follow- up question of the previous one:
Screen Shot 2017-07-22 at 9.04.03 am.png
 
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