Question: Suppose x1 is a nonnegative decision variable that is constrained to be no more than 75. Suppose y is a binary variable and you add

Suppose x1 is a nonnegative decision variable

Suppose x1 is a nonnegative decision variable that is constrained to be no more than 75. Suppose y is a binary variable and you add the following constraints. X1 512 + M1y X1 2 32 - M2(1-y) What is the smallest value of My such that these two constraints result in a valid expression of "EITHER X1 S 12 or x12 32? (Enter a numerical value. Your answer must be correct within +/-0.01.)

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