In this article we introduce two new classes of generalized contractive type mappings namely, enriched F-contraction and enriched F-Kannan mapping and prove some fixed point results by considering such mappings over Banach space. Also, a common fixed point theorem of Jungck type has been proved over a closed convex subset of a Banach space for enriched F-contraction mappings. Moreover, we provide some non-trivial examples to ensure that the class of enriched F-contraction mappings is strictly larger than the class of F-contraction mappings.