A positive charge Q1 = +4.08 nC is located at x1 = -2.00 m, a negative charge Q2 = -6.50 nC is located at x2 = 3.00 m, and a positive charge Q3 = 4.30 nC is located at x3 = 9.00 m. Find the net potential energy in the field.*1 point-84.25 nJ+84.25 nJ126. 67 nJ105.46 nJ

A positive charge Q1 = +4.80 nC is located at x1 = -2.00 m, a negative charge Q2 = -6.30 nC is located at x2 = 3.00 m, and a positive charge Q3 = 5.40 nC is located at x3 = 9.00 m. Find the net electric potential at x = 0.

Two charges are set on the x-axis 11.4 cm away from each other. The charges are -6.10 nC and 21.4 nC. Calculate the electric potential at the point on the x-axis where the electric field due to these two charges is zero.

What is the electric potential energy of a system of three equal 6.40 nC charges placed on the x-axis. The separation of two of the charges is 2.10 cm and the third charge is placed in their middle.The potential energy is:

Two small spheres with charges q1 and q2 are 20 cm apart.  A third sphere with a charge of −2.0 nC is placed directly between them.If the sphere with charge q2 experiences a zero net electric force, what is the value of q1?A.−8 nCB.4 nCC.8 nCD.16 nC

Two point charges, q1 and q2 are separated by a distance d. For convenience, we will say that q1 is at the origin (0,0) on a coordinate system, q2 is at (d,0) and a reference point p is directly above q2 at a distance h at point (d,h). q1 has value 1μ C and q2 has value 8μ C. Take d= 1.1m and h= 0.7m. Note k=9×109Nm2/C2What is the potential energy of this configuration? Give your answer in Joules, to two decimal places, but do not enter the units.