Bill can produce either tables or chairs. Bill can work up to 10 hours a day. His production possibilities are given in the table below: (3 Marks)
Tables
Chairs
0
200
50
180
60
160
70
140
80
120
90
0
1) Explain production possibilities frontier (PPF) by putting tables on the Horizontal axis and chairs on the vertical axis. What is Bill’s opportunity cost of producing one additional table?
2) Currently Bill is producing 70 tables and 140 chairs.
a) Is this allocation of resources efficient? Why?
b) Show this allocation on the graph and advise Bill how he can be more efficient.
Question-2
Explain by applying these concepts with examples. (2 Marks)
a. Rational people respond to incentives
b. Role of prices in allocating resources
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1) Explain production possibilities frontier (PPF) by putting tables on the Horizontal axis and chairs on the vertical axis. What is Bill’s opportunity cost of producing one additional table? 2) Currently Bill is producing 70 tables and 120 chairs. a) Is this allocation of resources efficient? Why?b) Show this allocation on the graph and advise Bill how he can be more efficient.Question-2 Explain by applying these concepts with examples. (2 Marks) a. Rational people respond to incentivesb. Role of prices...
Bill can produce either tables or chairs. Bill can work up to 10 hours a day. His production possibilities are given in the table below: 1. Construct the production possibilities frontier (PPF) for Bill. Put tables on the Horizontal axis and chairs on the vertical axis. 2. What is Bill’s opportunity cost of producing one additional table? 3. What is Bill’s opportunity cost of producing one additional chair? 4. Currently Bill is producing 20 tables and 40 chairs. a. Is...
Economic models are used to reflect make assumptions about both consumer and producer behavior and in the case of the Production Possibilities Frontier (PPF) to show the concepts of opportunity cost, trade-offs, and scarcity. Please reflect on and explain a "real-world" application of the PPF for your scarce resources associated with a scenario where you could spend your time (labor input), equipment (physical capital), and natural resources to allocate resources between two production options. For example, on page 32 of...
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