In uniform electric field `E=10 N//C`, find

a. `V_A-V_B` , b. `VB-V_C`

In the uniform electric field shown in figure, find : a. V_A-V_D b. V_A-V_C c. V_B-V_D d. V_C-V_D

In the uniform electric field shown in figure, find : a. V_A-V_D b. V_A-V_C c. V_B-V_D d. V_C-V_D

In a uniform electric field vec(E) = 10N/c as shown in the figure, V_(A) - V_(B) is equal to ABC is an equilateral triangle of side 2m

In uniform electric field, E = 10 NC^(-1) as shown in figure, find (i) V_(A)-V_(B) (ii) V_(B)-V_(C) .

V_A - V_B will be .

In the uniform electric field shown in figure. The value (v_C-v_D)

A, B, C, D, P, and Q are points in a uniform electric field. The potentials at these points are V(A) = 2 V. V(P) = V( B) = V(D) = 5 V , and V(C) = 8 V . Find the electric field at P. .

A, B, C, D, P, and Q are points in a uniform electric field. The potentials at these points are V(A) = 2 V. V(P) = V( B) = V(D) = 5 V , and V(C) = 8 V . Find the electric field at P. .

A uniform electric field E exists in a region of space. Refer to the given figure for the location of three points A, B and C. Find: (a) V_(B)-V_(A)" " (b) V_(C )-V_(A)