Three particles travel through a region of space where the magnetic field is out of the page, as shown in the figure. The electric charge of each of the three particles is, respectively,
1 ---> negatice charge
2 ---> no charge
3 ----> positive charge.
we decide it by using right hand rule.
Three particles travel through a region of space where the magnetic field is out of the...
particles travel through a region of space where the magnetic field is out of the own in the figure. The electric charge of each of the three particles is, 1· Three page, as sh respectively A) 1 is neutral, 2 is negative, and 3 is positive. B) 1 is neutral, 2 is positive, and 3 is negative C) 1 is positive, 2 is neutral, and 3 is negative D) l is positive, 2 is negative, and 3 is neutral E)...
[2 points] Three particles travel through a region of space where the magnetic field is out of the page, as shown in the figure. What are the signs of the electric charges of these three particles? 30 040 O OE 1 is negative, 2 is neutral, and 3 is positive 1 is neutral, 2 is positive, and 3 is negative 1 is neutral, 2 is negative, and 3 is positive O 1 is positive, 2 is negative, and 3 is...
9. Three particles travel through a region of space where the magnetic field is out of the pager as shown in the figure, what are the signs of the charges of these three . A.) N 1 is neatral, 2 is negative and s po- srtive B.) I is neutral, 2 is positive and 3 is negative, clis positive, 2 is neutral and 3 is negative D.) lis positive disnegative 3 is neatial Ellis negative, 2 is neutial 3 is...
Five particles follow the paths shown in the figure as they pass through a magnetic field B, which is indicated by the dots or x's in the figure (dot = out of the page, x = into page). What can you conclude about the charge of each particle? (If your answers for charges of particles 1, 2, 3, 4, and 5, are, respectively, +, 0, +, -, 0, then enter: +0+-0 into the computer.)
A positive charge is moving with velocity v through a region of space where a uniform magnetic field exists everywhere into the screen, as the figure shows. What is the direction of the magnetic force on the charge just as it enters the field? B (into the screen) ㄨㄨㄨㄨㄨ ㄨㄨㄨㄨㄨ Downward Upward O Right O Into the screen Left O Out of the screen The figure shows three particles with identical charge magnitudes and masses moving through a uniform magnetic...
5. (Spts.) Both the square loop and the straight wire carry a steady current . Determine the magnitude of the magnetic force on the square loop. iii) F (s + s.) 6. (5 pts.) Three particles travel through a region of space where the magnetic field is out of the page, as shown in the figure What are the signs of the charges of these three particles? i) I is neutral, 2 is negative, and 3 is positive. ii) 1...
Part A (Figure 1) shows the semicircular path through which charged particles travel in the magnetic field of a mass If the particles are oxygen ions carrying a charge of -2e and the magnetic field magnitude is 0.24 T, how long does it take each ion to travel the semicircular path through the magnetic field? The mass of an 02 ion is 2.6× 10 26 kg. Express your answer w ith the appropriate units. Figure 1 of 1 B into...
three particles having the same mass and same horizontal velocity enter a region of constant magnetic field. ( i know the answer for if you had q and -4q is out of the screen) Item 2 Constants PartA Three particles having the same mass and the same horizontal velocity enter a region of constant magnetic field. One particle has a charge q, the other has a charge -2 q and the third particle is neutral. The paths of the particles...
A positive charge is moving with velocity v through a region of space where a uniform magnetic field exists everywhere into the screen, as the figure shows. What is the direction of the magnetic force on the charge just as it enters the field? B (into the screen) ㄨㄨㄨㄨㄨ ㄨㄨㄨㄨㄨ ㄨㄨㄨㄨㄨ Out of the screen Downward Right Upward
There is a magnetic field in a certain region of space where the field lines are all parallel to the XY-plane (that is, Bz=0). When a 2.00μC charge enters this region of space with a velocity of v=(4.00i-2.00j+3.00k)x105m/s, it encounters a force F=(-0.90i+1.50j+2.20k)N. Compute the magnitude and direction of the magnetic field B.