A -50 nC charged particle is in a uniform electric field E⃗ = (30 V/m , east). An external force moves the particle 4.0 m north, then 4.0 m east, then 5.0 m south, and finally 3.0 m west. The particle begins and ends its motion with zero velocity.How much work is done on it by the external force? What is the potential difference between the particle's final and initial positions?
A -50 nC charged particle is in a uniform electric field E⃗ = (30 V/m ,...
A -60 nC charged particle is in a uniform electric field E⃗ = (20 V/m , east). An external force moves the particle 2.0 m north, then 5.0 m east, then 7.0 m south, and finally 4.0 m west. The particle begins and ends its motion with zero velocity. Part A How much work is done on it by the external force? Express your answer to two significant figures and include the appropriate units. Part B What is the potential difference...
1. A particle with a charge of +4.20 nC is in a uniform electric field E⃗ directed to the negative x direction. It is released from rest, and after it has moved 6.00 cm , its kinetic energy is found to be 1.50×10−6 J . a. What work was done by the electric force? b. What was the change in electric potential over the distance that the charge moved? c. What is the magnitude of E? d. What was the change...
2.53A charged particle of mass m and positive charge q moves in uniform electric and magnetic fields. E and B, both pointing in the z direction. The net force on the particle is F = q (E + v x B). Write down the equation of motion for the particle and resolve it into its three components. Solve the equations and describe the particle's motion.
Problem 2 A particle with charge +7.60 nC is inside a uniform electric field directed to the left. Another force, in addition to the electric force, acts on the particle so that when it is released from rest, it moves to the right. After it has moved 8.00 cm, the additional force has done 6.50-10-4 J of work and the particle has 4.35-10-5 J of kinetic energy. (a) What work was done by the electric force? (b) What is the...
A 4 m 8 nC North West East 3 m South -Inc 10 nc Three charged particles are placed at three corners of a rectangle as shown in figure. What is the net electric field acting at the fourth corner, shown by Point A? O 9.7 N/C, 36.7° south of west 13.4 N/C, 57.5° south of west 22.5 N/C , 4.6° south of west 13.4 N/C, 57.5° north of west 22.5 N/C , 4.6° north of west 09.7 N/C, 53.3°...
3 nC 10 nc 2 m North West East 1 m South А -16 nc Three charged particles are placed at three corners of a rectangle as shown in figure. What is the net electric field acting at the fourth corner, shown by Point A? 40.3 N/C, 30° south of east 40.3 N/C, 60° south of east 57.8 N/C, 53° south of west 51.3 N/C, 57° south of east 81 N/C , 45° south of west 57.8 N/C, 37° south...
A 6.0 μC charge enters a region of uniform electric field (25 N/C to the north) with a velocity of 10.0 m/s to the east. Find the magnitude AND direction (north, east, south, west, up, or down) of the magnetic FIELD needed to make the net force on this particle equal to zero. Ignore gravity.
Question 4 (4 points) 3 nc 10 nc 2 m North West East 1 m South -16 nc Three charged particles are placed at three corners of a rectangle as shown in figure. What is the net electric field acting at the fourth corner, shown by Point A? 51.3 N/C, 33° south of east 40.3 N/C, 30° south of east 57.8 N/C, 37° south of west 51.3 N/C, 57° south of east 57.8 N/C, 53° south of west 40.3 N/C,...
A charged particle of mass m and positive charge q moves in uniform electric and magnetic fields, E pointing in the y direction and B in the z direction. suppose the particle is initially at the origin and is given a kick at time t=0 along the x axis with vx = vxo (positive or negative). a) Write down the equation of motion for the particle and resolve it into its three components. show that the motion remains in the...
Interactive Exercises 22.14: Motion of a Charged Particle in an External Electric Field I A particle has mass 10.0 g and charge of magnitude l 1.00 mC. You do not know the sign of the particle's cherge. The particle moves in the horizcntal xy plene. (You carn ignore the effects of the force due to gravity on the partice.) The partide is projected from the rigin with initial velocity V witn components ex d oy that you can adjust-see the...