Question 1: How much work would he done by an electric field in moving alpha particle from a point at a potential of +180 V to a point at a potential of -60.0 V? (Alpha particle electric charge is 2e, mass or alpha particle is 6.645 x 1027 kg).
Question 2: The electric potential in a volume of space is given by V(x,y,z) = x3 + x2y + y2 z2. Determine the electric field in this region at the coordinate (4,5,6).
Question 3: An alpha particle with a speed of 1.5 x 104 m/s is moving from infinity directly toward a second alpha panicle. Assuming that the second alpha particle is fixed in place, find the position where the moving alpha particle stops momentarily before turning around. (Note: the mass of alpha panicle is 6.645 x 1027 kg, electric charge is 2e).
Question 4: Two point charges are located at two corners of a rectangle, as shown in the figure.
a) What is the electric potential at point A?
b) What is the potential difference between points A and B?
Question 5: An electric field varies in space according to this equation: E→ = Eo x e-2x xˆ.
a) For what value of x does the electric field have its largest value, xmax?
b) What is the potential difference between the points at x = 0 and x = xmax?