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There is an infinitely large positively charged metal plate. On the right of the plate, two...

There is an infinitely large positively charged metal plate. On the right of the plate, two point-charges Q1 = -6.7 μC and Q2 = 1.8 μC are placed. The line connecting Q1 and Q2 is perpendicular to the charged plate. The distance between the plate and Q1 is D = 0.20 m, and the distance between Q1 and Q2 is d = 0.34 m. If the charge density in the plate σ is 1.3 μC/m2 , find the electric force on Q1 in N. If the force's direction is in the right (left) direction, it is positive (negative) (20 points).

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The electric force on Q1 will be due to the plate and particle Q2

So the net electric force on Q1 will be like this == (kq1q2/ r2 +  σq1/ε )

= ((9 × 109 Nm2/ C2 *6..7*1.8*10-12)/0.115) + (1.3 μC/m2* 6.7*10-6/ 8.854 × 10-12 C2 N-1 m-2 )

= 943.82 + 0.98

= 944.80 N

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