Test 2 Questions Flashcards
A charged particle moves in a straight line through a certain region of space. The magnetic field in that region
(a) has a magnitude of zero
(b) has a zero component perpendicular to the particle’s velocity
(c) has a zero component parallel to the particle’s velocity
(b). The force that a magnetic field exerts on a charged particle moving through it is given by F = qvB sin θ = qvB , where B is the component of the field perpendicular to the particle’s velocity. Since the particle moves in a straight line, the magnetic force (and hence B , since qv ≠ 0) must be zero.
The north-pole end of a bar magnet is held near a stationary positively charged piece of plastic. Is the plastic
(a) attracted
(b) repelled
(c) unaffected by the magnet
(c). The magnetic force exerted by a magnetic field on a charge is proportional to the charge’s velocity relative to the field. If the charge is stationary, as in this situation, there is no magnetic force.
All magnetic fields originate in
(a) iron
(b) permanent magnets
(c) magnetic domains
(d) moving electric charges
(d) moving electric charges
Magnetic fields do not interact with
(a) stationary electric charges
(b) moving electric charges
(c) stationary permanent magnets
(d) moving permanent magnets
(a) stationary electric charges
As a charged particle moves freely in a circular path in the presence of a constant magnetic field applied perpendicular to the particle’s velocity, its kinetic energy
(a) remains constant
(b) increases
(c) decreases.
(a). The magnetic force acting on the particle is always perpendicular to the velocity of the particle, and hence to the displacement the particle is undergoing. Under these conditions, the force does no work on the particle and the particle’s
kinetic energy remains constant.
Two charged particles are projected into a region in which a magnetic field is perpendicular to their velocities. After they enter the magnetic field, you can conclude that
(a) the charges are deflected in opposite directions
(b) the charges continue to move in a straight line
(c) the charges move in circular paths
(d) the charges move in circular paths but in opposite directions.
(c). Anytime the velocity of a charged particle is perpendicular to the magnetic field, it will follow a circular path. The two particles will move in opposite directions around their circular paths if their charges have opposite signs, but their charges are unknown so (d) is not an
acceptable answer.
Can you set a resting electron into motion with a magnetic field? With an electric field?
The magnetic force on the electron is zero since v=0 (F=qvBsinΘ). An electric field will accelerate the electron.
Which one of the following statements concerning the magnetic force on a charged particle in a magnetic field is true?
(a) It is a maximum if the particle is stationary.
(b) It is zero if the particle moves perpendicular to the field.
(c) It is a maximum if the particle moves parallel to the field.
(d) It acts in the direction of motion for a positively charged particle.
(e) It depends on the component of the particle’s velocity that is perpendicular
to the field.
(e) It depends on the component of the particle’s velocity that is perpendicular
to the field.
A charged particle is moving in a uniform, constant magnetic field. Which one of the following statements concerning the magnetic force exerted on the particle is false?
(a) It does no work on the particle.
(b) It increases the speed of the particle.
(c) It changes the velocity of the particle.
(d) It can act only on a particle in motion.
(e) It does not change the kinetic energy of the particle.
(b) It increases the speed of the particle.
The force on a wire carrying 25 A is a maximum of 4.14 N when placed between the pole faces of a magnet, If the pole faces are 22 cm in diameter, what is the approximate strength of the magnetic field?
A maximum F means sinΘ=1, or Θ=90o Fmax=IlB or B=Fmax/Il=(4.14N)/(25A)(0.22m)=0.753 T
The right-hand rule for the direction of the force on a charged particle in a magnetic field applies:
(a) only to positive charges
(b) only to negative charges
(c) to both positive and negative charges
(d) only when the particle is moving parallel to field.
(a) only to positive charges
A charge particle moves perpendicularly through a magnetic field. The effect of the field is to change the particle’s
(a) charge
(b) mass
(c) velocity
(d) energy
(c) velocity
The magnetic field a distance d from a long, straight wire is proportional to
(a) d
(b) d2
(c) 1/d2
(d) 1/d
(d) 1/d
Two loops carry equal currents I in the same direction. The loops are held in the positions shown in the figure and are then released. Which one of the following statements correctly describes the subsequent behavior of the loops?
(a) Both loops move to the left.
(b) The loops remain in the positions shown.
(c) The top loop moves to the right; the bottom loop
moves to the right.
(d) The loops repel each other.
(e) The loops attract each other.
(e) The loops attract each other.
Two long, straight wires are perpendicular to the plane of the paper as shown in the drawing. Each wire carries a current of magnitude I. The currents are directed out of the paper toward you. Which one of the following expressions correctly gives the magnitude of the total magnetic field at the origin of the x,y coordinate system?
(a) μoI/2d
(b) μoI/2πd
(c) μoI/√2πd
(d) μoI/√2d
(e) μoI/d
(c) μoI/√2πd