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In this paper we premised an interval-valued linear fractional bounded variable programming problem (IVLFBP), by combining the interval-valued linear fractional programming problem (IVLFP) which is (LFP) with interval form coefficients in objective function, and linear fractional bounded variable problem (LFBV) which is (LFP) where the constraints are linear inequalities with bounded variables. Our method based on separating the main problem into two linear fractional bounded variable problems (LFBVP) and depends on the primal dual simplex algorithm. The algorithm that solves linear bounded variable programming will be extended to solve linear fractional with bounded variables, and then we used it to solve the interval-valued linear fractional bounded variable programming problems. We also compare our result with the solver function in the Microsoft Excel and matlab (R2011a)

Study the Advantage of Dermatoglyphic in Patients leukemia in Iraq