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Fuzzy Set Theory has been applied in many fields such as Operations Research,Control Theory, and Management Sciences etc. In particular, an application ofthis theory in Managerial Decision Making Problems has a remarkablesignificance. In this Paper, we consider a solution of Rectangular Fuzzy gamewith pay-off as imprecise numbers instead of crisp numbers viz., interval andLR-type Trapezoidal Fuzzy Numbers. The solution of such Fuzzy games with purestrategies by minimax-maximin principle is discussed. The Algebraic Method tosolve Fuzzy games without saddle point by using mixed strategies is alsoillustrated. Here, pay-off matrix is reduced to pay-off matrix by DominanceMethod. This fact is illustrated by means of Numerical Example.

Solution of Rectangular Fuzzy Games by Principle of Dominance Using LR-type Trapezoidal Fuzzy Numbers