Each of the figures below depicts the velocity v of a positively charged particle. The particle...
Each of the figures below depicts the velocity v of a particle in the presence of a magnetic field B. For each case, determine the direction of the magnetic force on the particle if the particle is a proton (positively charged), and if it is an electron (negatively charged)
3. A positively charged particle moves in the vertical direction as shown below. Indicate the direction of the magnetic field due to the moving charge at points A, B, and C. If no magnetic field exists at a point, write "B =0". (6 points) +0
A positively charged particle has a velocity in the negative z direction at point P. The magnetic force on the particle at this point is in the negative y direction. Which one of the following statements about the magnetic field at point P can be determined from this data? a. Bx is positive. b. Bz is positive. c. By is negative. d. By is positive. e. Bx is negative.
3) A charged particle is moving with velocity of V in a magnetic field of B, which one of the followings is correct: A) The direction of force F on the charge is parallel to magnetic field B B) The direction of force F on the charge is parallel to velocity direction V C) The force is maximized when velocity direction and magnetic field are parallel D) The force F is perpendicular (normal) to both velocity V and magnetic field...
At the instant shown, a positively charged particle has a velocity that is parallel to a current-carrying wire. A student makes the following statement: "The force on the charged particle by the magnetic field is zero because the velocity is parallel to the current in the wire." What, if anything, is wrong with this statement? If something is wrong, explain the error and how to correct it. If the statement is valid, explain why.
Find the direction of the force on a proton (a positively charged particle) moving through the magnetic fields as shown in the figures below. Bout
A positively charged particle is moving with a constant velocity directed to the right through a region of a uniform magnetic field 8 directed out of the page as shown in the figure. In which direction must an electric field be applied to keep the particle moving along a straight line? OB Upward Downward Out of the page Into the page To the right in the plane of the page To the left in the plane of the page
A positively charged particle moves in the +x direction in a region of uniform magnetic field B directed into the page as shown. The resultant force on the particle can be made qual to zero by the application of a uniform electric field in the what direction? Please show all work and provide an explanation!! a. +y direction b. -y direction c. +x direction d. -x direction e. direction perpendicular to and out of the page.
A positively charge particle Q=0.1 PC moves with a velocity of v= 26 i - 521 +13k (m/s) in a region of uniform magnetic field B = 15 i + 300-45k (T). What is the x- component of the magnetic force on the charged particle? Select one: a. 156.00 UN b. 136.50 HN C. 195.00 UN d. -156.00 UN e. -136.50 UN f.-195.00 UN
Find the direction of the magnetic field acting on the positively charged particle moving in the various situations shown in the figure below if the direction of the magnetic force acting on It is as indicated. Figure (a) Select Figure (b)にSelect- Figure (c) にSelect y (in) 3