The transverse Ward-Takahashi (W-T) relation for the vector vertex in quant
um field theory is derived by calculating the curl of the time-ordered prod
uct of the three-point function including the vector current operator. This
provides the constraint on the transverse part of the vertex. By combining
the transverse and normal (longitudinal) W-T identities, we obtain the exp
ression for the full vector vertex function.