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This paper deals solutions for system of linear Volterra integral equations with variable coefficients using the Haar wavelet method. The powerful properties of Haar wavelets are used to reduce the system of Volterra integral equations to a system of algebraic equations. Few problems are considered to examine the efficiency and applicability of the method. A collocation technique is utilized to find the approximate solution. Accuracy of the method is exemplified by the graph and table results.

Haar wavelet method for solving the system of linear Volterra integral equations with variable coefficients