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.

In any region, if electric field is define as bar(E ) = ( hat(i) + 2 hat(j)+ hat(k))V//m , then the potential differnece between two points A ( 0,0,0) and B ( 2,3,4) in that region is

In any region, if electric field is define as bar(E ) = ( hat(i) + 2 hat(j)+ hat(k))V//m , then the potential differnece between two points A ( 0,0,0) and B ( 2,3,4) in that region is

The electric field in a certain region is given by E=5 hat(i)-3hat(j) kv//m . The potential difference V_(B)-V_(A) between points a and B having coordinates (4, 0, 3) m and (10, 3, 0) m respectively, is equal to

The electric field in a certain region is given by E=5 hat(i)-3hat(j) kv//m . The potential difference V_(B)-V_(A) between points a and B having coordinates (4, 0, 3) m and (10, 3, 0) m respectively, is equal to

The electric field in a certain region is given by E=(5hati-3hatj)kV//m . Find the difference in potential V_B-V_A . If A is at the origin and point B is at a. (0,0,5)m, b. (4,0,3) m.

The electric field in a certain region is given by E=(5hati-3hatj)kV//m . Find the difference in potential V_B-V_A . If A is at the origin and point B is at a. (0,0,5)m, b. (4,0,3) m.

An electric field is expressed as E = 2 hati +3 hatj . Find the potential difference (V_(A)-V_(B)) between two points A and B whose position vectors are given by r_(A) = hati +2hatj and r_(B) = hatj +3hatk

The gravitational field in a region is given by vecE = (4hati +3hatj) N/Kg. The gravitational potential at the points (3m, 0) and (0, 4m). If the potential at the origin is taken to be zero.