0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

A charged particle enters at right angles into a uniform magnetic field as shown:
What should be the nature of charge on the particle if it begins to move in a direction pointing vertically out of the page due to its interaction with the magnetic field?

Solution
Verified by Toppr

According to the Fleming's left-hand rule, the charged particle should be a positively charged in order to experience the force in the direction out of the page after interaction with the magnetic field.

Was this answer helpful?
22
Similar Questions
Q1

A charged particle enters at right angles into a uniform magnetic field as shown. What should be the nature of charge if it begins to move in a direction pointing vertically out of the page due to its interaction with the magnetic field?


View Solution
Q2
A charged particle enters at right angles into a uniform magnetic field is shown. What should be the nature of charge on the particle if it begins to move in a direction pointing vertically out of the page due to its interaction with the magnetic field?

View Solution
Q3
A charged particle enter at right angle into a uniform magnetic field . What should be the nature of charge on the particle if it begin to move on a direction pointing vertically out of page due to interaction with the magnetic field
View Solution
Q4
A charged particle enters at right angle into a uniform magnetic field. What should be the nature of charge on the particle if it beings to move in a direction pointing vertically out of the page due to its intersection with the magnetic field?
View Solution
Q5
(a) A charged particle enters at right angles into a uniform magnetic field as shown. What should be the nature of a charge on the particle if it begins to move in a direction pointing vertically out of the page due to its interaction with the magnetic field?



(b) Between which two points of a concave mirror should an object be placed to obtain a magnification of, −3?
​(c) "The refractive index of carbon disulphide is 1.63". What is the meaning of this statement in relation to the speed of light?
View Solution