Four charges are placed on the corners of a rectangle. What is the resultant force on the positive charge (a = 1 m, b = 0.8 m, q = 2.3 × 10-9C)?
|F| = N
force due to lower adjacent charge
F1 = k q^2 /r^2
F1 = 9*10^9* (2.3*10^-9)^2 / 1^2
F1 = 4.76 *10^-8 N
force due to upper adjacent charge
F2 = 9*10^9* (2.3*10^9)^2/ 0.8^2
F2 = 7.44*10^-8 N
force due to corner charge
F3 = 9*10^9* (2.3*10^-9)^2 / ( 1^2 + 0.8^2)
F3 = 2.9*10^-8 N
angle, theta = arctan ( b/a)
theta = 38.66
now net horizontal force
Fx = F1 + F3 cos theta
Fx = (4.76 + 2.9 cos 38.66) *10^-8
Fx = 7.02 *10^-8 N
net vertical force
Fy = F2 + F3 sin theta
Fy = (7.44 + 2.9 sin 38.66)*10^-8
Fy = 9.25*10^-8 N
net force
F^2 = Fx^2 + Fy^2
F = 11.61*10^-8 N
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