Let (X, d) be a G-metric space, f, a self-map on X and x0 ϵ X. Some miscon- ceptions are brought about in findings of Mustafa et al [2], and a fixed point theorem for a Chatterjee-type G-contraction on a complete G-metric space is proved. More over, the unique fixed point p will be its contractive fixed point, in the sense that for each each x0 ϵ X, the f-iterates x0, fx0, ⋯, fnx0, ⋯ converge to p. © 2016 Academic Publications, Ltd.