44th Annual Iranian Mathematics Conference, (AIMC44) (2013), Ferdowsi University of Mashhad, Iran.

In this paper we use Discrete Least Squares Method (DLSM )to solve Fredholm Integral Equations. In this method we take $n+1$ distinct points on interval $[a,b]$ and we apply discrete norm 2 for the residual function, in this case the computations is relatively simple and straightforward in comparing to Least Squares Method (LSM) also the error of DLSM will be smaller than the error of LSM. We present some illustrative examples to show the efficiency of this method.

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