1. A distribution of positive charge creates an E-field that fills the space around the distribution such that the the electric potential at x = 10 m has a bigger magnitude than at x = 20 m. Assume that the charge causing the field is all to the left of x = 0. Given this information, which of the following is not possible? (A). The E-field at x = 10 m is directed along the +x axis. (B). The E-field at x = 11 m is directed along the +x axis (C). The E-field at x = 10 m is directed along the -x axis (D). A non-zero E-field exists at x = 10 m
2. Determine the electric potential at the center of a ring of
charge (Q = 4.3 nC, R = 0.1 m).
A). 419 v B). 387 v C). 286 v D). 151 v
1. A distribution of positive charge creates an E-field that fills the space around the distribution...
3. (20) A spherically symmetric charge distribution creates the following electric field (2) E E,r with 20 r r < a for 4meoa3 (3) E,= Q 4mor2 for r> a where Q and a are positive constants of suitable units. (a) Draw a graph of E, for 0 <r3a; please label your graph clearly (b) Calculate the charge distribution that generates this electric field. (c) Draw a graph of the charge distribution for 0 <r< 3a; please label your graph...
A positive charge q moves along the positive x-axis in a region of space where a magnetic field points along the negative :- axis and an electric field points 19° below the negative x-axis (in the xy-plane) a. Draw a free body diagram indicating all forces acting on the particle. (Neglect gravity) b. What is the magnitude of the Lorentz force on the particle? c. What is the direction of the Lorentz force? Give your answer in degrees and indicate...
For the charge distribution provided, indicatethe region (A to E) along the horizontal axis where a point existsat which the net electric field is zero. If no such region exists on thehorizontal axis choose the last option the region (A to E) alongthe horizontal axis (nowhere). For the charge distribution provided, indicatethe region (A to E) along the horizontal axis where a point existsat which the net electric field is zero. If no such region exists on thehorizontal axis choose...
A positive charge q moves along the positive x-axis in a region of space where a magnetic field points along the negative z-axis and an electric field points 19° below the negative x-axis (in the xy-plane) a. Draw a free body diagram indicating all forces acting on the particle. (Neglect gravity) b. What is the magnitude of the Lorentz force on the particle? c. What is the direction of the Lorentz force? Give your answer in degrees and indicate which...
A uniform electric field E is directed along the x axis between parallel planes of charge separated by a distance d as shown A positive point charge q of mass m is released from rest A and accelerates to a point B. Find the speed of the particle at point B. ih electric field E is directed along the x axis between paral ance d as shown A positive point charge q of mass m is rele es to a...
Part A A nonuniform electric field is directed along the x-axis at all points in space. This magnitude of the field varies with x, but not with respect to yor z. The axis of a cylindrical surface, 0.80 m long and 0.20 m in diameter is aligned parallel to the x-axis, as shown in the figure. The electric fields E 1 and E 2 at the ends of the cylindrical surface, have magnitudes of 8000 NIC and 2000 N/C respectively,...
A particular charge distribution produces an electric field along the x-axis of the form, a/x2, where a is a positive constant. Find the expression for potential difference, on the x-axis, between x = A and x = B. That is, find V (B) – V (A). What charge distribution produced this?
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...
A charge distribution creates an electric potential that obeys the function:V(x) = 2x3-5x-x 1 A) Find the value of the electric field at x--2 B) Find the location x where the field is maximum C) Plot V(x) and E(x) on the same coordinate system using: https://www.graphsketch.com/ download the graph and display on PPT
1. Find the electric field E(z) of the (infinite) space charge distribution along the -axis -D z-d