37 only

this (without the integer constraints). They indi get by with fewer bonds of types 1 and 2, an reason is that he is making more interest on nts. O is are onds PROBLEMS egu- Level A Year 15 $1,075 7 Modify the Barney-Jones investment problem so that there is a minimum amount that must be put into any investment, although this minimum can vary by invest- ment. For example, the minimum amount for invest- ment A might be $0, whereas the minimum amount for investment D might be $50,000. These minimum amounts should be inputs; you can make up any values you like. Run Solver on your modified model. 38. In the Barney-Jones investment problem, increase the maximum amount allowed in any investment to 50,000. Then run a one-way sensitivity analysis to the money market rate on cash. Capture one o rash ever put in the variable: the maximum amount of cash ever put in oney market account. You can choose any reasona range for varying the money market rat ed that our model for Barney-Jones is gener- able. Try generalizing it to the case o Cerage Le 39. We claimed that our m Year 15 531,019 two more potential invest Frequires a cash outlay in year eralizing it to the case where there are ntial investments, F and G. Investment tay in year 2 and returns $0.50 ostment Grequires this (without the integer constraints). They indi get by with fewer bonds of types 1 and 2, an reason is that he is making more interest on nts. O is are onds PROBLEMS egu- Level A Year 15 $1,075 7 Modify the Barney-Jones investment problem so that there is a minimum amount that must be put into any investment, although this minimum can vary by invest- ment. For example, the minimum amount for invest- ment A might be $0, whereas the minimum amount for investment D might be $50,000. These minimum amounts should be inputs; you can make up any values you like. Run Solver on your modified model. 38. In the Barney-Jones investment problem, increase the maximum amount allowed in any investment to 50,000. Then run a one-way sensitivity analysis to the money market rate on cash. Capture one o rash ever put in the variable: the maximum amount of cash ever put in oney market account. You can choose any reasona range for varying the money market rat ed that our model for Barney-Jones is gener- able. Try generalizing it to the case o Cerage Le 39. We claimed that our m Year 15 531,019 two more potential invest Frequires a cash outlay in year eralizing it to the case where there are ntial investments, F and G. Investment tay in year 2 and returns $0.50 ostment Grequires