On Some New Maclaurin’s Type Inequalities for Convex Functions in q-Calculus

This work establishes some new inequalities to find error bounds for Maclaurin’s formulas in the framework of q-calculus. For this, we first prove an integral identity involving q-integral and q-derivative. Then, use this q-differentiable convex functions. The proved here are very important literature because, with their help, can formula both q classical calculus.