Why Is a Clockwise Moving Charge in a Magnetic Field Negative?

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In a uniform magnetic field directed into the page, a charge moving in a clockwise direction is identified as negative. The distinction arises from the application of the left-hand rule for negative charges, contrasting with the right-hand rule used for positive charges. A moving charge generates a magnetic field, while a stationary charge does not influence it. The centripetal force acting on the charge points toward the center of its circular path, confirming the negative charge's behavior. Understanding these rules clarifies the relationship between charge motion and magnetic fields.
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[SOLVED] Why is the charge negative?

A uniform magnetic field is directed into the page. A charge q moves in a clockwise direction in the plane of the page. The charge q is?

Answer: Negative.

Can someone clarify why it is negative? I know it has something to do with the left hand rule, but I'm not sure. Thanks.
 
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Left-hand rule applies for negative charges, right-hand rule applies for positive. Just try it and you'll see it only works the way described with the left hand, i.e negative charge.
 
the question u framed is wrong... if in an uniform magneticfield a charge{+ve or-ve} is projected into the field it then circulates. A stationary charge never disturbs magnetic field only moving charge is influenced by magnetic field.. according to u the circulation is clockwise or anti clockwise it can be shown by "right hand thumb rule"

for eg current carrying wires only produces magnetic field... stationary charge never produce magnetic field... if any clarifications PM me
 
Umm... The charge isn't producing the magnetic field in this problem, it's an external magnetic field?
 
Nabeshin said:
Left-hand rule applies for negative charges, right-hand rule applies for positive. Just try it and you'll see it only works the way described with the left hand, i.e negative charge.

Okay, so basically if I am unable to use my right hand and it only works with the left hand rule, it's always going to be negative?
 
If the charge is moving in a circular direction, then you know the magnetic force is centripetal and should point towards the center. Take any instant during the charge's clockwise motion and use the right hand rule to determine the direction of the force. Since you know the force is centripetal, you should know its technical direction; negative charges produce a force in the direction opposite of what the right hand rule implies with v x B (or as Nabeshin pointed out, you could simply use your left hand for negative charges).
 
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