We Talk About the Recently Presented Idea of Cone Metric Spaces. We Additionally Examine the Fixed Point Presence Results of Contractive Mappings Characterized on Such Metric Spaces. Specifically, We Demonstrate That a Large Portion of the New Results Are Just Duplicates of the Established Ones. In This Paper We Set Up some Fixed Point Theorems By Altering Distances In a Complete Cone Metric Space With Supposition That the Cone Is Normal, Likewise We Present Ms-Altering Function.