This Question: 2 pts Fund A sells for 514 a share and has a 3-year average annual return of 50 24 a share. The beta value 1 107 Fund B sells for $18 a share and has a 3-year average annual return of 50 98 a share the beta value is 077 Jonquin
wants to spend no more than $2000 investing in these two funds but he wants to obtain at least 590 in annual revenue Jonquin also wants to minimize the risk Determine the number of shares of each fund that Jonquin should buy
Set up the linear programming problem Let a represent the number of shares in Fund A b represent the number of shares in Fund B. and 2 represent the total beta value
Maximize == 1073+ 776
subject to
148 + 18b - 2800
0 241 +0986 90
320 620
Use Integers or decimals for any numbers in the expressions Do not include the 5 symbol in your answers
Jonquin should buy in shares in Fund A and shares) in Fund B
Round to the nearestur as needed