Write a linear programming model, including the objective function and the set of constraints for the following problem. DO NOT SOLVE, but be sure to define all your variables.
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Brown Bros., Inc., is an investment company doing an analysis of the pension fund for a certain company. The fund has a maximum of $10 million to invest in two places: no more than $8 million in stocks yielding 12%, and at least $2 million in long-term bonds yielding 9%. The stock-to-bond investment ratio cannot be more than 2 to 1. How should Brown Bros. advise its client so that the investments yield the maximum yearly return?
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DENOTE:
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x = amount invested in stock (in millions of dollars)
y = amount invested in bonds (in millions of dollars)
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A.

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B.

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C.

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D.

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E.

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Answer: A

Mathematics

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A.
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