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1.Four loads are fixed at the vertices of a perfect square, as shown in figure 1....

1.Four loads are fixed at the vertices of a perfect square, as shown in figure 1. Calculate the magnitude and direction of the force in each of the loads. Calculate the force (magnitude and direction) felt by a positive test load of 4.15mC just in the center of the square. Note that mC means micro Coulombs (1x10-3C).

2.Two charges, q1 = 25C ​​and q2 = -5C, are separated by a distance of 2cm. Find the position (or positions) along that line where the electric field is zero. Calculate the position in which the electrical potential is zero along the same line.

3. An electron is moving with an initial velocity of 30x106m / s parallel and in favor of a uniform electric field of 10,000 N / C, so that the electric field slowly stops the electron. How much distance will the electron travel before stopping? Consider the following kinematics equation to analyze the system: vf2 = vi2 + 2a (xf-xi)

4. A very thin and long cable has a uniform load distribution of 8x10-6C per meter. Calculate the magnitude and direction of the electric field at a distance of 1cm and 1.5m perpendicular to the cable.

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