The direction of electric field intensity generated by two points between A, A and B is all to the left, and the resultant field intensity cannot be zero. So, A is wrong.
On the right side of B and A, the electric field intensity generated by A is to the right, the electric field intensity generated by B is to the left, and the electric field intensity is in the opposite direction. Moreover, the power of question A is larger than that of question B, and question A is closer. From the formula of point charge field strength E=kqr2, it can be seen that the electric field strength at the same point cannot be equal, so the combined electric field strength cannot be zero. So, B is wrong.
C on the left side of b, the electric field intensity generated by a is to the left, the electric field intensity generated by b is to the right, and the electric field intensity direction is opposite. However, because the electric quantity of A is greater than that of B, and A is far away, it can be seen from the formula of point charge field strength E=kqr2 that the electric field strength at the same point may be equal, so the combined electric field strength may be zero. So, C is correct.
D, it can be seen from the above that D is wrong.
So choose: C.