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As a modification to the original formulation of problem 32a, assume that the production of Ohio farm is increased from 72 to 102. What would be the updated value of the objective function under these conditions?

Question

As a modification to the original formulation of problem 32a, assume that the production of Ohio farm is increased from 72 to 102. What would be the updated value of the objective function under these conditions?

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Solution

To answer this question, we need more information about problem 32a, including the original formulation of the problem, the objective function, and how the production of the Ohio farm factors into that function.

However, generally speaking, if the production of the Ohio farm is a variable in the objective function, and it increases from 72 to 102, then the value of the objective function will change based on the coefficient of the Ohio farm variable in the function.

For example, if the objective function is something like Profit = 5*(Ohio farm production) + other factors, and Ohio farm production increases from 72 to 102, the change in the objective function would be 5*(102-72) = 150.

But without the specific details of problem 32a, it's impossible to give a precise answer.

This problem has been solved

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