A test charge of +2µC is placed halfway between a charge of +6μC and another of +4µC separated bydistance 2d = 12 cm.+4μC9₁ = +4 µCdThe free body diagram of q2 from Part 1 should look like this:+2μCF3-2✔Ndq2 = +2 μCF1-2+6μСF3→2 > F1→2XThe force on q2 due to q₁ is repulsive and acts to the right. The force on 92 due to q3 is repulsive andacts to the left.43 = +6 μCbecause 939₁.(a) Calculate the force on the test charge by the +6μC charge.Hint: The force in the positive x-direction is positive and the negative x direction is negative.N(b) Calculate the force on the test charge by the +4μC charge.✔N(c) Calculate the net force on the test charge by both the charges.

Charges , and are placed in a straight line.The distance between charges and is The charge is…

A test charge of +2μC is placed halfway between a charge of +6μC and another of +4μC separated by distance 2d = 12 cm. +4uC 9₁ = +4µC +2μC The free body diagram of q₂ from Part 1 should look like this: F3-2 d q2 = +2 μC F1-2 +6μC F3-2 > F1-2 X 93 = +6 μC The force on q2 due to q₁ is repulsive and acts to the right. The force on q2 due to q3 is repulsive and acts to the left. because q391. (a) Calculate the force on the test charge by the +6μC charge. Hint: The force in the positive x-direction is positive and the negative x direction is negative. N (b) Calculate the force on the test charge by the +4μC charge. N (c) Calculate the net force on the test charge by both the charges.

A test charge of +2μC is placed halfway between a charge of +6μC and another of +4μC separated by distance 2d = 12 cm. +4uC 9₁ = +4µC +2μC The free body diagram of q₂ from Part 1 should look like this: F3-2 d q2 = +2 μC F1-2 +6μC F3-2 > F1-2 X 93 = +6 μC The force on q2 due to q₁ is repulsive and acts to the right. The force on q2 due to q3 is repulsive and acts to the left. because q391. (a) Calculate the force on the test charge by the +6μC charge. Hint: The force in the positive x-direction is positive and the negative x direction is negative. N (b) Calculate the force on the test charge by the +4μC charge. N (c) Calculate the net force on the test charge by both the charges.

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter19: Electric Forces And Electric Fields

Section: Chapter Questions

Problem 4P

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