Find the direction and magnitude of the net electrostatic force exerted on the point charge q2 in the figure below. Let q = +2.7 µC and d = 33cm.
Direction | ° (from the x-axis, which points to the right |
Magnitude | _______ N |
q= 2.7*10^-6 C
q1 = q
q2 = -2q
q3 = -3q
q4 = -4q
d = 33 cm = 0.33 m
Force on q2 due to q1, F1 = [Kq1q2/d^2](-j)
=[2Kq^2/d^2](-j)
= - 1.204 j N
Force on q2 due to q3, F3 = [Kq2q3/d^2](i)
=[6Kq^2/d^2](i)
= 3.614 i N
Force on q2 due to q4, F4 = [Kq2q4/(√2 d)^2][cos45 i - sin45 j]
=[8Kq^2/(√2 d)^2][0.707 i - 0.707 j]
= 2.408*0.707[i - j]N
=1.702[ i - j] N
Net force on q2, F =F1 + F3 + F4
= -1.204 j + 3.614 i + 1.702 i - 1.702 j
= 5.316 i - 2.906 j
Magnitude : |F| = 6.058 N
Direction θ = Tan^-1[2.906/5.316]
= 28.66 degrees below the X axis.
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