3. Electric Fields and ForcesTwo identical positive point charges, Q, each with charge + 6.00 µC are placed as shown on the y-axis.Refer to the diagram for more details.a. Calculate the total electric field at point P on the diagram.b. Using the result from part a., find the electric force on a new charge q = +2.00 µC,if it is brought in and placed at point P.c. If this + 2.00 µC charged object has a mass of 0.00350 kg, find the acceleration of the charge.(ignore gravitational effects here)у ахis0.30 m10,15 mх ахis0.40 m

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1. What is the magnitude of the electric force between two positive charges, Q1=Q=1µC, five meters apart? 2. Three charged particles are arranged in a line as below. Calculate the net electrostatic force on particle 3 (the -4.0µC on the right) due to the other two charges. -0.30 m -0.20 m-| Q1 = -8.0 μC Q2 = Q3 = %3D 43.0 μC-4.0 μC 3. Calculate the magnitude and direction of the electric field at a point P which is 30 cm to the right of a point charge Q = -3.0µC.
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5. Three point charges are placed in a line (assume these are alone in space - no large planet nearby to cause a gravitational force): 1.0 nC A -1.0 nC B 4.0 nC C a. 10 cm 10 cm Draw a system schema and free body diagram for each of the charges On your free body diagram color code Newton's 3rd law pairs. b. Find the magnitude of each force in the free body diagram. C. What is the NET electrostatic force (magnitude and direction) on C? d. Since none of these charges are as massive as planets we typically wouldn't calculate the gravitational interaction between them. Assume each object above has the same mass. What mass would they need to be so that the magnitude of the net gravitational force on A is the same as the net electrostatic force on C?
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