1onic4 - Lita!- Programing: Annti 1. Problem 907 (Algorilmic) L'J ' ' problem 9-07 (Algorinmic) 2. Problem 9-1; As part 0F the settlement for a class action lawsuit. Hoxwurth Corporation must provide sumcient cash to mate the following annual payments (in thousands oi dollars): 3. Problem 9-13 {Algorithmic} Year 1. 2 3 4 5 6 4.th'|em 9-17 Payment L55 22o 270 320 350 470 5. Problem 9-09 (Algarilllmicl The annual pavmenls must be made at the beginning of each year. The Judge \\-.rll| approve an amount thatr along with earnings on its investment, will cover the annual payments. Investment oi the Funds will be limited to savings [at 3.5% annually] and government securities, at prices and rates currently quoted in The Wall Street Journal. 6. Problem 9-01 Hochlrth wants to develop a plan for making the annual payments by investing ln the following securities {par value = $1000). Funds not invested in these securities will be placed in savings. 7. Problem 9-11 3. Problem 9-05 {Algorithmic} Assume that interest is pald annually. The plan will be submitted to thejudge and. if approved. Huxl-Jorth will be required to pay a trustee the amount that will be required to iund the plan. a. Use linear programming to find the minimum cash settlement necessary to fund the annual paymens. Let F = total Funds required to meet the six years of payments G, = unils of government security 1 G: = units of government security 2 5'. = investment in savings at the beginning of yeari Note: All decision variables are expressed in thousands ochlllal-s. if required. round your answers to ve decimal places. For subtractive or negative numbers use a minus sign even iF there is a + sign beipre the blank. (Example: -300) Topic 4 - Linear Programming: Appli 1. Problem 9-07 (Algorithmic) If required, round your answers to five decimal places. For subtractive or negative numbers use a minus sign even if there is a + sign before the blank. (Example: -300) 2. Problem 9-15 Min F s.t. 3. Problem 9-13 (Algorithmic) VF -1.045 V G1 -1 V G2 + -1 V s1 195 4. Problem 9-17 0.0685 V G1 + 0.05525 V G2 1.035 V S1 -1 V S2 220 5. Problem 9-09 (Algorithmic) 0.0685 V G1 + 0.05525 V G2 1.035 V 52 -1 VS3 270 1.0685 V G1 + 0.05525 V G2 1.035 6. Problem 9-01 V S3 -1 V S4 320 1.05525 V G2 1.035 V S4 + -1 V S5 = 350 7. Problem 9-11 1.035 V 85 + -1 V 56 470 8. Problem 9-05 (Algorithmic) Round your answer to the nearest dollar. If an amount is zero, enter "0". Current investment required $ 1,579,57 V Investment in government security 1 $ 206,083 X Investment in government security 2 $ 762,006 Investment in savings for year 1 $ 350,785 Investment in savings for year 2 $ 202,979 Investment in savings for year 3 0 V Investment in savings for year 4 0 Investment in savings for year 5 $ 454,106 Investment in savings for year 6 0 V Progress: 1/8 items Check My Work Next >