Two positively charged spheres of masses m1, and m2 are suspended from a common point at the ceiling by identical insulating massless strings of length l. Charged on the two spheres are q1 and q2, respectively. At equilibrium both strings make the same angle θ with the vertical. Then
(A) q1 m1 = q2 m2
(B) m1 = m2
(C) m1 = m2 sinθ
(D) q2 m1 = q1 m2