I need help on number 9 please
7) Two particles, both carrying charge 6 C are traveling parallel to each other with velocities of v⃗ =18000i^ in m/s. They are positioned at the points (0,4,0) and (0,−4,0). What is the magnitude and direction of the magnetic field at (0,4,0) due to the particle located at (0,−4,0)? [Enter the magnitude in answer box 1 and the direction as one of either "in", "out", "up", "down", "left", or "right" in answer box 2. Assume that the x-axis corresponds to left/right, the y-axis corresponds to up/down, and the z-axis corresponds to in/out.]
Correct, computer gets: 1.69e-04 T, out
8) What is the force exerted by the magnetic field you calculated
above on the particle at that location? Compare this to the
direction of the electric force on the particle. [Enter the
magnitude of the force in the first answer box and its direction in
the second. Enter the direction of the electric force on the
particle in the third box. For the directions enter either "in",
"out", "up", "down", "left", or "right"]
Correct, computer gets: 1.82e+01 N, down, up
9) How fast would the particles have to travel in order for there
to be a balance between the magnetic and electric forces they exert
on each other?
299863507.108089
I need help on number 9 please 7) Two particles, both carrying charge 6 C are...
direction while particle 2 travels along the positive y direction, Two positively charged particles are travelling through space in each others' vicinity. Using the standard r-y-z coordinate grid, particle 1 travels along the positive heading directly for the first particle from below. 3) Which combination of options below are the most accurate combination of statements. [Enter your answer as a string of the letter options you believe are correct. For instance, if you think options A, D, and E are...
When a particle with charge q moves across a magnetic field of magnitude B, it experiences a force to the side. If the proper electric field E⃗ is simultaneously applied, the electric force on the charge will be in such a direction as to cancel the magnetic force with the result that the particle will travel in a straight line. The balancing condition provides a relationship involving the velocity v⃗ of the particle. In this problem you will figure out how to...
For starters, calculate the
magnitude and direction of the electric field due only to
charge q1 at this point.
Down
Up
Left
Right
Incompatible units. No conversion found between "N" and the
required units.
Tries 0/10
Previous Tries
Calculate the magnitude and direction of the electric field
due only to charge q2 at this
point.
Down
Up
Left
Right
Tries 0/10
Calculate the magnitude and direction of the electric field
due only to charge q3 at this
point.
Down
Up...
PLEASE ANSWER ALL OF THE QUESTIONS
Question 9 2 pts Consider the two charges shown in the drawing. Which of the following statements correctly describes the direction of the electric force acting on the two charges? 9, 92 The force on 91 points to the left and the force on 92 points to the right. The force on 91 points to the left and the force on 92 points to the left. The force on 91 points to the right...
Two particles are fixed to an x axis: particle 1 of
charge -6.18 × 10-7 C is at the origin and particle 2 of
charge +6.18 × 10-7 C is at x2 =
14.1 cm. Midway between the particles, what is the magnitude of the
net electric field?
Two particles are fixed to an x axis: particle 1 of charge-6.18 × 10-7 C is at the origin and particle 2 of charge +6.18 × 10-7 C is at X2 =...
1) Consider a source particle of charge qS=9 C located at (−9,5) [distances in meters]. Find the electric field vector at the target location (−15,15) [Enter the x-component in the first box, and the y-component in the second box]. 2) What is the magnitude of the electric field at the target location given above? 3) What is the direction of the electric field at the target location given above? Give your answer as an angle with respect to the positive...
a) A wire carrying a current I is perpendicular to a magnetic field of strength B. Assuming a fixed length of wire, which of the following changes will result in decreasing the force on the wire by a factor of two? Select all correct answers - Decreas the current in th e wire to I/2 - Decrease the field strength to B/2 - Decrease the angle from 90 to 45 degrees - Decrease the angle form 90 to 30 degrees...
1A) The Lorentz Force is made of two parts: the electric force and the magnetic force. a) An electron is a negatively charged particle. If the electron is at rest, i) Will the electron feel the electric force? Explain. ii) Will the electron feel the magnetic force? Explain. b) A neutron is a neutral particle (i.e. it has no charge). If the neutron is moving, i) Will the neutron feel the electric force? Explain. ii) Will the neutron feel the...
Which property is observed when a beam of charged particles is fired into a magnetic field? If the beam of charged particles is parallel to the magnetic field, no deflection will occur. The maximum deflection happens when the beam is perpendicular to the magnetic field. The magnitude of the magnetic deflecting force is directly proportional to the magnitude of the charge on each particle. The magnetic deflecting force is always perpendicular to the direction of travel of the charge and...
The paths of two particles (A and B) are shown in the diagram below. Their velocities are both initially to the right and in the plane of the page. They then enter a region of constant magnetic field. The magnetic field direction is perpendicular to the plane of the page. (Gravitational forces can be neglected.) If the charge on particle A is negative, the charge on particle B must be Submit Answer Tries 0/2 A must be Submit Answer If...