I need help

Q1:a) A company employs five workers, who work a normal week of 40 hours. The following table shows the minimum amount of time each worker requires to make a shirt and a pair of pants. For example, Jay requires 75 minutes to make a shirt and 60 minutes to make a pair of pants. Complete the table. Hint: All answers in the 4th and 5th columns are whole numbers (ie no decimals). You can copy the table and paste it in your submission. Worker Time per shirt Time per Maximum Maximum Opportunity cost pair of pants output of shirts output of pants per shirt Jay 1 % hours 1 hour (or 75 minutes) (or 60 minutes) Kim 1 's hours hour (or 80 minutes) (or 48 minutes) Liam 3: hour hour (or 40 minutes) (or 30 minutes) Minh 1 hour 3/3 hour (or 60 minutes) (or 40 minutes) Nazr 1 %% hours 1 13 hours (or 96 minutes) (or 80 minutes) b) What are the 2 conditions the company must meet to produce on its production possibilities frontier? Be as detailed as possible. c) Which 4 workers would the company use to make pants if it produces efficiently? Explain or show clearly how you arrived at your answer. d) What are the 6 specific production combinations on the company's weekly production possibilities frontier (PPF) when each worker specializes in 1 of the 2 goods? Explain how you determined these 6 production combinations