shows three concentric thin spherical shells A, Fig. B and C of radii R, 2R and 3 R. The shell B is earthed and A and C are given charges q and 2g, respectively. Find the charges appearing on all the surfaces of A, B and C. Fig.. B C
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- Can you please show the solution for this?In the figure, four charges, given in multiples of 9.00×10-6 C form the corners of a square and four more charges lie at the midpoints of the sides of the square. The distance between adjacent charges on the perimeter of the square is d = 1.40×10-2 m. What are the magnitude and direction of the electric field at the center of the square? The magnitude of E? Ex? Ey?Three point charges are located in free space along the x-axis. A positive charge of +2 uC is located at x = 0, a negative charge of -3 μC is located at x = 3 m, and a positive charge of +4 μC is located at x = 6 m. a. Will q1 and q2 attract or repel? Blank 1 b. Will q1 and q3 attract or repel? Blank 2 c. What is the direction of the electrostatic force acting on q1 due to q2? (north, south, east, or west) Blank 3 d. What is the direction of the electrostatic force acting on q1 due to q3? (north, south, east or west) Blank 4 For the following questions, convert your answer into PROPER SCIENTIFIC NOTATION and round the coefficient to two decimal places.(e.g. 5.43 x 10²: 5.43 is the coefficient) What is the magnitude of the electrostatic force on q1 due to q2? Blank 5 x10^Blank 6 N What is the magnitude of the electrostatic force on q1 due to q3? Blank 7x10^Blank 8 N Calculate the net electric force on the positive charge at x = 0 due to the other two charges: Blank 9 x 10^Blank 10 N
- Spherical shell of inner radius R₁ = 1.3R and outer radius R₂ = 4.15R is filled uniformly with charge density p. A point charge Q = 4.8q is located at point A a distance 7.99 R from the center of the sphere. What is the magnitude of the force acts on the sphere by the point charge. Express your answer in terms of qpR/ using two decimal places. R2 Answer: R₁ P A QSubpart D please, thank you Charged particles are floating in the following configuration in space. The particle in position 1 has a charge of 1.3x10-6C, and is located 55mm West ofposition 2. The particle in position 3 has a charge of -2.8x10-6C, and is located63mm East of position 2. The particle in position 4 has a charge of 3.1x10-6C, and is located 33mmSouth of location 2. d.Determine the total electric potential energy of the group of charges.A 0.01294 kg ball with a positive charge of 47.4 μC hangs from a light string right next to a large vertical metal plate (the metal plate is so large compared to the length of the string and ball consider it to be infinite in size). How much surface charge density must the plate have to repel the ball so that the string makes and angle of 5.03 degrees from the vertical. Give your answer to 3 significant figures and in units of nC/m/m (nanoCoulombs per meter squared: Blackboard has trouble with squred units). Type in the units right after your numerical answer.
- You have a vertical polyethylene rod. It is 30 cm. It Carries a negative charge Q=-3μC which is distributed uniformly allong it's length. A 51 gram marble of glass Carriies a positive q= +0.44 μC charge . The marble hangs from the rod from a plastic string, 10 cm below the rod. What is the tension in the string?. a. 0.8N b. 0.5N c.0.3N d. 0.2N e. 0NFour charges ?, −? ?, and −?, are located at equally spaced intervals on the ? axis. Their? values are −3?, −?, ?, and 3?, respectively.a. Derive an expression for the total electric field for points along the ?-axis.b. Prove that the electrostatic field is zero on the ?-axis at the point? = ?√((9 − 3^(2/3)) / (3^(2/3) − 1)) ≈ (2.53)?