A farmer is producing Grains and Vegetables with a given set of input mix and water. The input mix includes fertilizer and labor in fixed ratios so they can be treated as one variable, with grains needing 5 units of input and and vegetables needing 50 units of input per acre. Water is also used, grains need 4 units of water and vegetables need 8 units of water per acre. The farmer only has 1,245 units of the input mix and 300 units of water. The profit per acre is $5 for grains and $25 for vegetables. The farmer wants to maximize profits and there is no acreage constraint. (a) Formulate a linear programming model algebraically

Complete the sentences. upper a decrease in current income taxes the supply of loanable funds today because it a. decreases; increases disposable income, which decreases saving b. has no effect on; doesn't change expected future disposable income c. decreases; decreases expected future disposable income d. increases; increases disposable income, which encourages greater saving upper a decrease in expected future income a. increases the supply of loanable funds today because households with smaller expected future income will save more today b. has no effect on the supply of loanable funds c. decreases the supply of loanable funds because it decreases wealth d. decreases the supply of loanable funds today because households with smaller expected future income will save less today