Answer:

Step-by-step explanation:
Given
Charge on A is
at (-3,0)
Charge on B is
at (3,0)
Electric Field at a distance d is given by

Thus Electric filed at (0,4) due to A is

Here



Similarly
is

Electric Field is at an angle
which is given by

Thus
and
component will cancel out each other and Cos component will add up


(towards positive x axis )