Posted by Rain on Sunday, July 8, 2012 at 12:02pm.
q1, q2, q3 from the lower left corner counterclockwise.
Origin of the coordinate system is at the corner where q1 is located.
F12=kq1q2/a² =
=910^98.710^-97.210^-9/9.2²10^-4=
= 6.7410^-5 N
F12x=0 F12y=6.7410^-5 N.
F13=kq1q3/D(a√2)² =
=910^98.710^-94.810^-9/9.2²10^-41.41=
=3.1510^-5 N
F13x=F13y=3.1510^-5cos45=2.2310^-5 N.
F1x= F12x+ F13x =0+2.2310^-5 =2.2310^-5 N.
F1y= F12y+ F13y= 6.7410^-5 +2.2310^-5 =8.9710^-5 N.
F1=sqrt(F1x² + F1y²) =sqrt(2.23² +8.97²)10^-5 =9.2410^-5 N
The same procedure for other charges
Order, clockwise- q1, q2, q3....
Could you explain the procedure in words?
Never mind Elena, when I wrote it out on paper it made sense. Thank you very much! :)
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