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APPLICATIONS OF IYENGAR'S TYPE INEQUALITIES TO THE ESTIMATION OF ERROR BOUNDS FOR THE TRAPEZOIDAL QUADRATURE RULE

 
 
 In this paper we discuss some applications of the classical Iyengar'a inequality and its generalization by Agarwal and Drngomir [1] to the estimation of error bounds for the trapezoidal quadrature rule in numeracal integration.