Three charges are located on a Cartesian plane: ?1 = −2 ?? at the origin, ?2 = +3 ?? at (−5, 2), and ?3 = −5 ?? at (3, −7). Find the electric field due
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Three charges are located on a Cartesian plane: ?1 = −2 ?? at
the origin, ?2 = +3 ?? at (−5, 2), and ?3 = −5 ?? at (3, −7). Find
the electric field due to the three charges at point (6, 9).
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- Three identical metal spheres are hung from a ceiling on rigid non-conducting rods. Sphere 1, sphere 2, and sphere 3 have charges 33 µC, -44 µC, and 48 µC, respectively. Each sphere is separated by 15 cm. (a) What is the net electric force on the middle sphere due to spheres 1 and 3? (Enter the magnitude only.) (b) What is the direction of the net electric force? O up O down O left O right O no direction (zero magnitude)You are given two unknown point charges, q1=+Q, and q2=+2Q, that are seperated by a distance of 1m. At a point, P on the line joining them, it is found that the net electric field is zero! Calculate the distance, d that Point p is from charge q1.Particle 1 carrying charge +4g is foxed at the origin of a rectangular coordinate system, particle 2 carrying charge -qis fixed 150 above the positive horizontal axis, and particle 3 carrying charge -qis fixed 15.0" below the positive horizontal axis in (Eigure 1). Particles 2 and 3 are both 2.00 m from the origin. You must add two charged particles to the system in such a way that the vector sum of the electric forces exerted on particle 1 is zero Figure +49 2.00 m 2,00 m 15.0 15.0⁰ 1 of 1 Part A Choose the correct types of charge that added particles carry and the locations of the particles. One carries+q and goes 2.00 m from the origin with its position vector making an angle of 165 measured counterclockwise from the positive z axis. The other one carries +g and goes 2.00 m from the origin with its position vector making an angle of 195 measured counterclockwise from the positive axis Review One carries-qand goes 2.00 m from the origin with its position vector making an angle of 165…
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- There are three static charges (Q1 = 4 nC, Q2 = - 4 nCn and Q3 = - 4nC) located in different locations of Fig. 1. Calculate the net electric field at the given point P.Find the electric field vector anywhere in the plane of a dipole. Let the charge value on one charge be q. Let them be separated by d. Let the origin be in between them. And say they are each on the y axis.A right triangle ABC with the right triangle at vertex B. The charges at A, at B, and at C, are known to be 5 mC, 4 mC, and 7 mC, respectively. Given that the side AB is equal to 1, in meters, and AC is thrice AB, determine the magnitudes of the force and of the electric field at C.