Uniform electric field of magnitude `100 V//m` in space is directed along the line `y=3+x`. Find the potential difference between point `A (3, 1)` & `B(1, 3)`

Uniform electric field of magnitude 100 Vm^-1 in space is directed along the line y = 3 + x . Find the potential difference between points A (3,1) and B (1,3) .

The loop shown moves with a velocity v in a uniform magnetic field of magnitude B , directed into the paper. The potential differene between point P and Q is e. Then

A uniform electric field of 30NC^(-1) exists along the X-axis calculate the potential difference V_(B)-V_(A) between the points A (4m,2m) and B(10m,5m).

A uniform electric field of 100 V//m is directed at 3^@ with the positive x-axis as shown in figure. Find the potential difference V_(BA) if OA=2 m and OB=4 m.

A uniform electric field of 400 V/m is directed at 45^@ above the x-axis as shown in the figure. The potential difference V_A-V_B is given by

A uniform electric field exists in x y plane as shown in Fig. 3.45. Find the potential difference. Between origin O and A(d,d,0) . .

A uniform electric field of magnitude 250 V// m is directed in the positive x-direction. A+12muC charge moves from the origin to the point (x, y) = (20.0 cm, 5.0 cm). (a) What was the change in the potential energy of this charge? (b) Through what potential difference did the charge move?

A uniform field of magnitude vec E = 2000 NC^-1 is directed theta = 37^(@) below the horizontal [fig. 3.11]. . (i) Find the potential difference between P and R. (ii) If we define the reference level of potential so that potential at R is V_R = 500 V , what is the potential at P?

Electric field in a region is given by E=(2hati+3hatj-4hatk)V//m . Find the potential difference between points (0, 0, 0) and (1,2,3) in this region.