the chart below shows a production possibility schedule for a pastry shop that makes $0.50 profit per donut…

the chart below shows a production possibility schedule for a pastry shop that makes $0.50 profit per donut and $0.75 profit per bagel. choice yields the largest profit.\n\n|choice|quantity of donuts|quantity of bagels|\n|----|----|----|\n|a|600|70|\n|b|500|140|\n|c|500|40|

the chart below shows a production possibility schedule for a pastry shop that makes $0.50 profit per donut and $0.75 profit per bagel. choice yields the largest profit.\n\n|choice|quantity of donuts|quantity of bagels|\n|----|----|----|\n|a|600|70|\n|b|500|140|\n|c|500|40|

Answer

Explanation:

Step1: Calculate profit for Choice A

Profit for A = ($0.50\times600$)+($0.75\times70$) = $300 + 52.5=$352.5$

Step2: Calculate profit for Choice B

Profit for B = ($0.50\times500$)+($0.75\times140$) = $250+105=$355$

Step3: Calculate profit for Choice C

Profit for C = ($0.50\times500$)+($0.75\times40$) = $250 + 30=$280$

Answer:

B. 500 Donuts, 140 Bagels