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Notes e point charges lie in the x-y plane as shown in the diagram belo w. q1-88.1 μC and is located at the origin; q2 38.1 μC and is nt o, and a corde s9ystem are a vec ind s located at x 1,61 m and y - 2.41 m. A force diagram showing the forces y(m) g on q1 and a coordinate system are given in the diagram. 31 2 21 Calculate the y-component of the net electrostatic force acting on q1 due to charges q2 and q3
41 Calculate the y-component of the net electrostatic force acting on q1 due to charges q2 and q3 Suomit Answer Tries 0/20 Calculate the x-component of the net electrostatic force acting on q1 due to charges q2 and q3. Submit Answer Tries 0/20 Calculate the magnitude of the net electrostatic force acting on q1 due to charges q2 and q3. Submit Answer Tries 0/20 Calculate the direction of the net electrostatic force acting on qi due to charges q2 and a3. Enter the angle as a positive value measured counterclockwise from the positive x-axis Submit Answer Tries 0/20 readed View Chronological View Other My ge es on what is marked as Ma posts no longer NEW Problem associated with material from set 1 Richard Hallstein Reply (Wed Jan 9 03:45:31 pm 2019 (EST)) e included here in set 2, this problem is associated with the material covered in homework set 1 on electric forces Note: whil and fields NEW Anonymous 2 Reply (Tue Jan 15 07:59:06 pm 2019 (EST)) The last question, how do we enter the units? Ive tried deg degrees and the actual symbol.
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Answer #1

-88.1 pC is at (0,0) d2 38.1 uCis at (3.21 m,0) Seperati on between these charges isx-3.21 m h--9x10, gi 21 -9x10% ( 323.9 uCis at 1.61 m,241 m) 88.1x10 (38 1x106 -2.9317iN (321) (88.1x10) (23.9x10) (2.41) 9(88.1×10-6) (23.9×10-6) ^ - 9x109 it 9x109 7.31071+3.2627] N Net forceF,.-Ед +h (-2.9317 i) + (731071+32627] )-4379 î+3.26273 The y component of net electrostatic force on charge q, due to charges q2 and qz is 3.2627N The x component of net electrostatic force on charge q, due to charges q and qz is 4.379 N Magnitude of force F-,e + /4 379)2 + (3 26277-546 N] = 3.2627 4.379 Direction of force tantan- - 36.689° with +ve z azis in counter clockwise direction

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