If a charged particle is moving in a uniform magnetic field, its path can be
a straight line.
a circle.
a helix.
any of the above.
the path of the particle can be a straight line
when the particle is moving parallel to magnetic field
when the particle is moving perpendicular to magnetic field , the path is circular
and when the particle is moving with some angle with the magnetic field , the path is circular
hence , the path of the particle can be
any of the above
If a charged particle is moving in a uniform magnetic field, its path can be a...
Please explain the solution
2. A charged particle moving in the r-direction enters a region of uniform magnetic field B Bo(x +y). The path of the particle after it enters the field is a (A) circle (B) cycloid (C) helix (D) straight line (E) logarithmic spiral
a) Explain why a charged particle is moving in a circular path in a uniform b) A particle of charge 3.2 x 10-19 C and velocity of 2 x 105 ms-1 enters a magnetic field uniform magnetic field of magnetic field strength, 0.2 T. If the particle moves in circular path of radius 4.0 cm, calculate the mass of the charged particle.
A charged particle moves in a circle in a uniform magnetic field. An electric field is now turned on, in a direction opposite to that of the magnetic field. What is the path of the particle now?
A charged particle is moving in a uniform, constant magnetic field. If the velocity of the particle is not parallel to the field, how does the magnetic force affect the Particle’s (a)Velocity, (b)speed, and (c)kinetic energy?
A charged particle is outside of a fixed magnetic field. It is moving in a straight line, accelerating from rest through a potential difference V. When it enters the magnetic field, the particle's path is oriented perpendicular to the magnetic field. The magnetic field deflects the particle into a circular arc of radius R. If the accelerating potential is doubled to 2V, what will be the radius of the circular arc? Express your answer in terms of multiples of R....
The force on a charged particle moving in a magnetic field can be computed as the vector sum of the forces due to each separate component of the magnetic field. As an example, a particle with charge q is moving with speed v in the? y-direction. It is moving in a uniform magnetic field Part A What is the x-component of the force F? exerted on the particle by the magnetic field? Part B What is the y-component of the force...
The figure shows the path of a charged particle moving in a magnetic field directed into the screen. What is the particle's charge? neutral positive negative
A uniform magnetic field is in the positive z direction. A positively charged particle is moving in the positive x direction through the field. The net force on the particle can be made zero by applying an electric field in what direction?
A negatively charged particle in a uniform magnetic
field follows a circular path. The particle's speed is
240 m/s, the magnitude of the magnetic field is 0.28 T, and the
radius of the path is 830 m. a) Determine the mass of the
particle, given that its charge has a magnitude of 9.6 x 10^-4 C.
b) Choose the sketch which correctly shows the direction of the
magnetic field (in red) and the direction of the particle's
circular motion (in green)....
A uniform magnetic field points out of the page. A charged particle is moving in the plane of this page. If that particle travels in a clockwise spiral of increasing radius, then a reasonable explanation for this motion is (a) that particle is positively charged and slowing down. (b) that particle is positively charged and speeding up. (c) that particle is negatively charged and slowing down. (d) that particle is negatively charged and speeding up.