
#1
Sep1108, 02:13 PM

P: 42

1. The problem statement, all variables and given/known data
Three charged particles form a triangle: particle 1 with charge Q1=80nC is at xy coordinates (0,3.00mm) particle 2 with charge q2 is at (0,3.00mm) and particle 3 is at(4.00mm,0). In unit vector notation, what is the electrostatic force on particle 3 due to the other two particles if Q2 is equal to (a) 80.0 nC and (b) 80nC? The book lists the answers as: (a).(0.829N)i and (b) (.621N). 2. Relevant equations F= (Q1Q2*K)/r^2 k=permittivity constant 8.99x10^9 r= distance between the charges theta= arctan(y/x) 3. The attempt at a solution I have tried countless different ways to do it and can't seem to get the book's answer. I have played around with the numbers for over 3 hours and havent found anything that works. Any help would be GREATLY appreciated as I have no idea how close or far away I am. The last way I tried it was by drawing out the triangle. I found theta to be arctan(3/4)=36.869degrees F=((.64x10^24)*8.99x10^9)/(6x10^3)^2=159.822 nC/m^2 Fx=159.822cos(36.869)=127.851 Fy=159.822sin(36.869)=95.89132 Fy= 159.822 sqrt((159.822+95.89132)^2+(127.851)^2))=285.8973 I have no idea what the units are there after all that on the latest try, nor what that answer means. 



#2
Sep1108, 03:15 PM

Mentor
P: 11,984

k = 8.99x10^9  Yes r = (6x10^3)  No. You need the distance between q1 and q3, not between q1 and q2. 


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