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- $ Q2/Evaluate D.ds side of the divergence theorem for the field D = 2xyax + x'yay C/m² and the rectangular parellelepiped formed by the planes x = 0 and 1, y = 0 and 2, and z = 0 and 4.4. An electron is in motion at 4.0 × 106 m/s horizontally when it enters a region of space between two parallel plates, as shown, starting at the negative plate. The electron deflects downwards and strikes the bottom plate. The magnitude of the electric field between the plates is 4.0 × 102 N/C and separation between the charged plates is 2.0 cm. d = 2.0 cm a. Referring to the previous image, state the sign of the charge on each electric plate: i. Sign of bottom plate -. ii. Sign of the top plate -. b. Determine the acceleration of the electron between the plates. c. Determine the horizontal distance travelled by the electron when it hits the plate. d. Determine the velocity of the electron as it strikes the plate.I got 99906.77565 i - 31101.91209 j for the net electric field and I used tan to solve for part B but it is wrong.
- Please help me with this. Thanks! Don't use Chatgpt.A 2.25 kg ball hangs by a 17 cm long thread between two oppositely charged parallel plates as shown below. The plates create a uniform horizontal E-field of 294 N/C. As a result, the ball has moved 8 cm from the vertical. (NOTE: Calling the E-field "uniform" means it's the exact same everywhere between the plates.) 17 cm F 8 cm Determine the charge (include polarity) of the ball. q= Determine the tension in the thread. F₁ = Determine the polarity of each plate. You will not receive credit until you have correctly selected the polarities of both plates. left plate positive right plate negative1. A charge Q, located at the origin in free space produces a field for which Ez = 1.5 kV/m at point P (-2, 1, -1). а. Find Qo b. Find E at M(2, 3, 5) С. Find E at M(2, 3, 5) in cylindrical coordinates
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