Recent content by Hamdi Allam

ohhhhhh, silly mistake the x component would be: k*q*q*D/(2*((d^2)/4 + y^2)^3/2)) the y component would be: k*q*q*y/((d^2)/4 + y^2)^3/2) Is this correct?

would the magnitude be: K*q*q/((d^2)/4 + y^2) x component: K*q*q/((d^2/4) y component: K*q*q/(y^2)

Would it be kq/y^2? I am not sure how D would be incorporated in the y component of the field

Hi, Is this regarding the second portion of the question or the first?

Homework Statement Two equal positive charges are held fixed and separated by distance D. Find the electric field vector along their perpendicular bisector. Then find the position relative to their center where the field is a maximum There was another thread with this question but the...