O Draw the electric field lines in the region between the plates. conducting sphere is placed in between the two parallel charge plates.
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A: Solution:-Given thatq1=q2=4eq3=2eq4=-8ed=5.96 μm=5.96×10-6 m
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- A +7 nC charge is located 3.2 meters to the right of a +6 nC charge. Determine the magnitude of the electric field at the midpoint of the two charges. Express your answer as a positive number in N/C.The figure below shows a dipole. If the positive particle has a charge of 36.9 mC and the particles are 2.62 mm apart, what is the electric field at point A located 2.00 mm above the dipole's midpoint? (Express your answer in vector form.)The 4 µC charge is located at the origin. Determine magnitude and direction of electric field on the y-axis at y = 6 m at point (6 m, 8 m)
- A sphere of radius R is charged with total charge -2g distributed uniformly inside the sphere's volume (p = constant). In addition to the volume charge, there are also two point charges q inside the sphere, both on the x axis, at identical distances from the center, d (see figure). y -29 R q q 6 d d x What should be the value of d so that both point charges would be at equilibrium? Select one: O a. d= ○ b. d = R2R 23 О с. d = 2 ○ d. d = R Ꭱ ○ e. d = RRRL 4 ᎡI need help with this question. Thank you!A solid plastic ball has a radius of 6.0 cm and has a charge of +3.o nC ( in nano-Coulombs) that is uniformly distributed throughout its volume. Imagine there is a proton being held 1.5 cm away from the surface of the solid plastic ball, and then the proton is released. The proton will accelerate away from the ball, as we know, due to the repulsive electric force. Assuming the ball doesn't move, how fast is the proton moving when it is 5.5 cm away from the surface of the ball?
- A 148 mg plastic bead has a radius of 344 μm and is charged by the addition of 1.38×1010 excess electrons. You may assume that the excess electrons are spread uniformly throughout the bead. What electric field strength will cause the bead to hang suspended in the air?A cylindrical distribution of charge ρ = α /√ r where α = 2 µC/m 5/2 extends from 0 cm to 9.3 cm . Concentric with this is a dielectric shell with 5.44 of inner radius 16.6 cm and outer radius 24.9 cm . What is the electric field at 3.53 cm ?Charges X (+5 microCoulombs), Y (+5 microCoulombs), and Z (-5 microCoulombs) are located in a straight line with point Y midway between charges X and Z. Charge X is on the left, Y in the middle, and Z on the right. Where along the line that passes through the three points could the Electric Field Strength be Zero? (Include all possible locations.)