a. If, in a constrained minimization problem, P A = $10, P B = $10, MB A

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a. If, in a constrained minimization problem, PA = $10, PB = $10, MBA = 600, and MBB = 300 and one unit of B is taken away, how many units of A must be added to keep benefits constant?
b. If the substitution in part a continues to equilibrium, what will be the equilibrium relation between MBA and MBB?

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