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A new identity involving a geometrically symmetric function and a differentiable function is established. Some new Fejer type integral inequalities, connected with the left part of Hermite-Hadamard type inequalities for geometrically-arithmetically convex functions, are presented by using the Holder integral inequality and the notion of geometrically-arithmetically convexity. Applications of our results to special means of positive real numbers are given.

Fejér type integral inequalities related with geometrically-arithmetically convex functions with applications