Output(cases of candles per year) Total cost(dollars per cas…

Output(cases of candles per year) Total cost(dollars per case) 0 $500 1 $900 2 $1,400 3 $2,000 4 $2,800 5 $3,800 Based on the table above, which shows Jordan’s costs, if candles sell for $750 a case, Jordan’s profit-maximizing output is [value] case(s) of candles per year.

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                                                                   Firm 1 ​ ​ Sells Gives away ​ Sells 1: $32: $3 1: $42: -$1 Firm 2 ​ ​ ​ ​ Gives away 1: -$12: $4 1: $22: $2 Two software firms have developed an identical new software application. They are debating whether to give the new app away free and then sell add-ons or sell the application at $30 a copy. The payoff matrix is above and the payoffs are profits in millions of dollars. The Nash equilibrium in this game is Firm 1 [value1] and Firm 2 [value2] the software application.

Output(boxes of blueberries per year) Total cost(dollars per…

Output(boxes of blueberries per year) Total cost(dollars per box) 0 $700 1 $1,000 2 $1,350 3 $1,800 4 $2,400 5 $3,200 Based on the table above, which shows Sofia’s costs, if blueberries sell for $500 a box, at Sofia’s profit-maximizing output she earns (incurs) an economic [value1] of $[value2] and should [value3]. For the first answer type in one of the following: profit or loss. For the second answer, just enter a value. Do not include the “$”. For values less than zero, use a minus sign “-“. For the third answer type in one of the following: stay open or shut down.