Cube! Not related to geometry this time

A point Charge Q is placed just inside the cube AHDFECGB near the vertex A . Find the total flux through the faces AHDF, AFEB and AHGB.

The Answer is of form \(\dfrac{kQ}{x\epsilon}\). Here k and x are co-prime integers. Find the value of \(\boxed{k+x}\).


Hint: For those having problems in visualising the cube, AHDF is the face towards you and AHGB is the base of cube.

This Problem is Original.

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