. ) What happens with the work done in moving a test charge from a point very very far away up to point A, given the electric field in the region is only due to another point charge at point P? Is it, the closer A is to P, the lower the work done in magnitude? 2.) Consider a uniform infinite line charge which produces the electric field in the region. What happens with the work done in moving a positive test charge from A to B, given the electric field? 3.) What does not affect the work done in moving a charge given an electric field?

. ) What happens with the work done in moving a test charge from a point very very far away up to point A, given the electric field in the region is only due to another point charge at point P? Is it, the closer A is to P, the lower the work done in magnitude? 2.) Consider a uniform infinite line charge which produces the electric field in the region. What happens with the work done in moving a positive test charge from A to B, given the electric field? 3.) What does not affect the work done in moving a charge given an electric field?

Similar questions

4. Examine the charge distribution shown 9₁ +4.0 x 105 C 4.0 m 9₂-4.0 x 105℃ 3.0 m N a) What will the net force be on a third charge of q3 = -5.0x10-5C, placed at point Z? b) What will the total electric potential energy be if a third charge of q3 = -5.0x10-5C is placed at point Z?
there can be more than one answer for part 1
please i need the full answer with the steps
A constant electric field accelerated a proton from rest through a distance 2 m to a speed 1.5 x 10^5 m/s. A) find change in protons kinetic energy. B) find change in systems electric potential energy. C) Calculate magnitude of electric field.
Electric fields are caused by both point charges and by parallel plates with a potential difference across them. Describe the difference between the electric field caused by a point charge and the electric field between parallel plates. Your answer should include a diagram of each type of field and reference to electric field strength. c) Derive a mathematical relation between Electric Field Strength (E) and Potential difference (V). d) Calculate the Electric Field Strength between the plates.
(Mulitple choice) If we move a negatively charged particle through an electric field, in which situation is there no change in the electric potential energy of the particle? (explain why that answer is correct) a. We move the particle in the direction of the electric field b. We move the particle in the direction opposite that of the electric field c. We move the particle perpendicularly to the direction of the electric field
Q20))Calculate the electrical potential at a point 12 cm from the center of a properly charged disc with surface charge density σ = 1.2 nC / m² and radius 5 cm.A) 0.467 VB) 0.678 VC) 0.231 VD) 0.325 VE) 0.538 V
The three q1=q2=q3 = 14 μC charges came into the arrangement shown below from very far apart. q1 is located at (0.00, 5.2) cm, q2 is located at (0.00, -5.2) cm and q3 located at (13.26, 0.00) cm a) How much work must be done to move the three charges into the arrangement shown if they started very far apart? b) What is the work if the particle on the right, q3, with mass 49.5 g, is released from rest and allowed to move freely to point P, twice 13.26 distance, figure below? c) How fast, in m/s, is q3 moving when it has moved to point P, twice 13.26 distance? To continue, please submit the result of part (c) in units of m/s. Round your answer to 0 decimal places.
Part i, ii and iii