A charge of -2.50 nC is placed at the origin of an xy-coordinate system, and a charge of 2.40 nC is placed on the y-axis at y= 4.30 cm a)if a third charge, of 5.00 nC, is now placed at the point x= 3.05 cm, y= 4.30 cm find the x and y components of the total force exerted on this charge by the other two charges. b) Find the magnitude of this force.express in newtons  c)Find the direction of this force. Express your answer in degrees.

A charge q1 equal to 0.500 μC is at the origin, and a second charge q2 equal to 0.800 μC is on the x axis at 4.00 cm. Find the force (magnitude and direction) that 0.500-μC charge exerts on 0.800-μC charge. Enter a positive value if the force acts in the +x direction and a negative value if the force acts in the -x direction. (Express your answer to three significant figures.) Find the force (magnitude and direction) that 0.800-μC charge exerts on 0.500-μC charge. Enter a positive value if the force acts in the +x direction and a negative value if the force acts in the -x direction. (Express your answer to three significant figures.) How would your answers change if q2q2 were -0.800 μC? The magnitudes of the forces would rise, while the directions would be the same.   The magnitudes of the forces would rise and the directions would change to opposite.   The directions of the forces would change to opposite, while the magnitudes would be the same Answers would be the same.

Determine the net electric force acting on a 3.0 µC charge by two charges. The first charge is -2.0 µC and is located 10 cm to the left of the 3.0 µC charge. The second charge is 4.0 µC and is located 8 cm to the right of the 3.0 µC charge.

Suppose we have two positively charged particles a distance of 4 m apart from each other. Particle 1 has a charge of 6C and particle 2 has a charge of 1.3 x 10^3 C. What amount of electrostatic force exists between these two particles? A)435 x 10^12N B)1.75 x 10^13 N C)6.5 x 10^2 N (aka 650 N)

Three charges are fixed to an x,y coordinates system. A charge of +15uC is on the y -axis at y= 4m. A charge of +12uC is at the origin. Lastly a charge of -15 uC is on the x -axis at x= 3m. Determine the magnitude and direction of electrostatic force on the charge at x = 3m

Three positive charges, q1, q2, and q3 are connected with two strings of equal length L. Due to mutual Coulomb repulsion the charges spread out and form a straight line such that the distance between 1 and 3 is 2L and, with 2 in the middle, the distance between 1 and 2 or 2 and 3 is just L. Find the tension force in each string.

Three charges are placed in a row. a 3.0 C charge on the left, a +2.00 charge in the middle, and a +6.OC charge on the right. The distance separating each charge is 1.0x10'm. Calculate the electrical force (magnitude and direction) on the +2.0C charge due to the other two charges.

A charge of -2.00 µC is placed at the origin of a xy coordinate system, and a charge of 5.00 µC is placed on the y-axis at y = 4.00 cm. If a third charge of 4.00 µC, is now placed at the point x = 3.00 cm, y = 4.00 cm, find the direction (in standard) of the force acting on the third charge.

A charge Q is located at x = 0 and a charge 4Q is at x = 12.0 cm. The force on a charge of -7 µC is zero if that charge is placed at x = 4.0 cm and is 619 N in the positive x direction if placed at x = 8.0 cm. Determine the charge Q in µC

Two small charged metal spheres, A and B, are separated by a distance r. The charge on Sphere A is +2q and the charge on Sphere B is -6q. A r – B If the two spheres are touched together and then separated again by a distance r, what wilIl be the force acting on Sphere A? Select two answers. Choose a magnitude AND a direction.