Point Charges: Finding Force on Q_2 - Solved Homework Problem

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Homework Help Overview

The problem involves calculating the force on a point charge, Q_2, due to three other point charges arranged at the corners of a rectangle. The charges are all +3.00 μC, and the rectangle has specified dimensions.

Discussion Character

  • Exploratory, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss vector addition of forces acting on Q_2, including the need to resolve forces into components. There is a request for verification of calculations and procedures used in the analysis.

Discussion Status

Some participants have provided guidance on the approach to take, while others are seeking confirmation of their calculations. There is an ongoing exploration of the methods used to resolve forces into components.

Contextual Notes

One participant notes the importance of showing all calculations for verification, indicating a focus on accuracy and thoroughness in the problem-solving process.

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Homework Statement


The four point charges, each of + 3.00 μC, are situated at the corners of a rectangle of length, b = 60.0 cm and width, a = 30.0 cm.

Find the magnitude and direction of the force on q2, due to the other charges.
Solved this but i needed someone to check it for me because its worth marks.


Homework Equations





The Attempt at a Solution


The force on Q_2 is 1.05N and the direction is 68.5 degrees
 
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i am not sure if anyone would work out the calculations and verify the result.
but if you show all your calculations, someone might check them.

this problem is pretty simple vector addition & you've got to be sure about your calculations.
 
Hey graphene sorry I meant to put my procedure in... basically there is one force in the i direction and 1 in the j - both from a 3 uC charge. The one that is slightly difficult (not really but compared to the others) is the one that sits on the opposite corner and affects both the i and j cmpts. For this I found the radius using p's theorem and then found the force - then I split that up by Fcos(theta)i+Fsin(theta)j. then I added the i and j cmpts and resolved again. can you please tell me if this is right? thanks
 
yes, that's the way to do it.
 
thanks graphene
 

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