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This case study from salkin and kornbluth's 'linear programming and financial planning' explores how a capitalist can optimally invest in six projects with varying costs and returns, while considering borrowing and lending opportunities, to maximize their final wealth. The capitalist's available borrowing and lending amounts change yearly, and shares of projects cannot be altered during the first three years.
Tipo: Apuntes
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This is taken from the book by Salkin and Kornbluth “Linear Programming and Financial Planning”.
A capitalist has some money to spare. The amount available changes from year to year and is given in the table below. This money can be invested in six projects. The annual cost of each project, having taken into account expenditure and income, is also given in the table.
Project 1 2 3 4 5 6 Available Borrow Lend Year 1 12 54 6 6 30 6 35 B 1 L (^1) Year 2 3 10 6 2 35 10 35 B 2 L (^2) Year 3 5 4 6 5 10 4 20 B 3 L (^3) Final value 44 70 35 35 88 35 Share X 1 X 2 X 3 X 4 X 5 X (^6)
The table also gives the final value of the project.
The capitalist can invest in the complete project or share it with other capitalists, but once the share of the project has been taken into account, it cannot be changed during the first three years. It is also possible to borrow money from the bank, or to place at interest any residual savings. The borrowing rate from the bank is 9%, and deposits can achieve 4%.
In which projects must the capitalist invest and in which proportion in order to maximize her/his final wealth?
Resolution