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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.
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?
DENOTE:
X = amount invested in stock (in millions of dollars)
Y = amount invested in bonds (in millions of dollars)
Firmness
The quality of being resolute or showing steadfast adherence to a decision or opinion.
Committed Position
A firm stance or viewpoint held in a negotiation, often difficult to change or negotiate away from.
Costs of Delay
The negative consequences, such as financial losses or missed opportunities, resulting from postponing a decision or action.
Negotiation
The process by which two or more parties aim to reach an agreement on matters of mutual interest while attempting to maximize their own outcomes.
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