In this paper, we suggest the modified Sz?sz-Chlodovsky operators. Also, we establish some results in the weighted space of continuous functions defined on R+. Moreover, the Voronovskaja type theorem and the rate of convergence are provided in detailed proofs. Furthermore, we substantiate some shape preserving properties of the Sz?sz-Chlodovsky operators for instance the monotonicity and the convexity. Lastly, we associate this modified operator with its classical counter part to display that the modified one has better properties.
Bwire et al. (Wed,) studied this question.