An alpha particle, which has charge 3.20 x 10-19 c, is moved from point A, where the electric potential is 2.30 x 10 1/C, to point B, where the electric potential is 6.00 x 10 J/C. Calculate the work in electron volts done by the electric field on the alpha particle. HINT Apply the relation W = -APE = -gav. Click the hint button again to remove this hint.

An isolated charged soap bubble of radius Ro = 4.65 cm is at a potential of V= 283.0 volts. If the bubble shrinks to a ridios that is 39.0% of the initial radius, by how much does its electrostatic potential energy U change? Assume that the charge on the bubble is spread evenly over the surface, and that the total charge on the bubble remains constant. AU = Upd- Unl = TOOLS x10

A lightning storm approaches an area where the electric potential from the cloud to the ground is 1.5 (10)' v. The distance to the ground is 50 meters. A discharge (a lightning strike) delivers 20 C of charge to the ground. How much energy is contained in the discharge? O 3 (10)8 ) O 7.5(10)5 J O 3(10)5J O 1.5(10)10)

At locations A and B, the electric potential has the values VA = 1.59 V and VR = 5.87 V, respectively. A proton released from rest at one of these locations passes through the other location. From which location was the proton released? A В What is its speed when it passes through the other location? speed: m/s Repeat the same question, but this time for an electron. From which location was the electron released? A B What is its speed when it passes through the other location? speed: m/s

Answer the following question given the position and charge of three charged objects. q1 = 2nC (-2,3), q2 = -5nC (1,3), and q3 = -2nC (0,0). What is the electric potential at (5,5)? a. -10.14 V b. 12.13 V c. -1.53 V d. -5.89 V Please provide complete solution. Thank you!

The math form for an electric potential is 3 x?y + 2 y?xz. What is the corresponding electric field at the position (x, y, z) = (1.0, 2.0, -1.0) m?

Q1. What is the electric potential of a dipole on the y-axis at large distances? 1 qd 1 qd (c) V = 2nɛ, r? 1 qd 4πε r (a) V = 0 (b) V = (d) V = 2πε, r y Q2. Find the monopole term in the multi-pole expansion of the electric potential on the z- axis for a flat circular charged disk of radius R and charge density o (r,q) = krʻ cosʻ q, where k is a constant and r, q are polar coordinates with the origin at the disk's centre.

I'm having trouble finding the solution to this problem. This problem is based off the textbook "Physics: Principles with Applications, 7th edition by Douglas C. Giancoli" chapter 16.

Six negative point charges and two positive point charges are arranged in a circle as shown in the figure. The charges have equal magnitude. The magnitude of the electric potential generated by each charge is 120 V at the origin. What is the net electric potential generated by all the charges at the origin O? 90 y -Q Fig. A Answer: Net potential Answer: Net potential Volts Volts

What is the electric potential at the dot in the figure? The charge on Q1 is 4.00 nC, the charge on Q2 is 5.00 nC and the charge on Q3 is 3.00 nC. The distance between charge Q1 and charge Q2 is 7.00 cm. The distance between Q2 and Q3 is 2.00 cm. 2.80×103 V 2.42×103 V 2.18×103 V 1.00×103 V