Answer :

Potential at any point is given by, V = N m C-1

Electric field generated by a charge, E = N C-1


q = charge

d = distance from origin

ϵ0 = permittivity of space

and, = 9 × 109 N m2 C-2

(a) Figure below represents the given situation,

Let the potential at O (midpoint) be V and Electric field be E.

We have,

V = + = 2.4 × 105 N m C-1


E = electric field due to charge 2.5μC – electric field due to charge 1.5μC

E =

E = 4 × 105 N C-1

(b) Figure below represents the given situation,

From the figure point Z is required location and its distance from both the charges is equal and equal to,

d = AZ = BZ =

d = 0.18 m

and θ =

θ = 56.250

Thus, Potential and electric field at point Z is given by,

V =

V = 2 × 105 N m C-1


E =


E1 = electric field generated by 1.5μC charge at Z

E2 = electric field generated by 2.5μC charge at Z

and, θ = angle between distance and perpendicular height (as shown above) and,

E = 6.6 × 105 N C-1

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