Assume a country produces haircuts and shirts with inputs of labour. The country has 100 hours of labour available. A haircut requires 30 minutes of labour, while a shirt requires 2 hours of labour. Solvve sub-parts as well. a. Construct country’s production- possibility frontier. b. Suppose there is an increase in the labour hours from 1,000 to 1,500 labour hours. Indicate on the PPF how it will impact the production, if at all and brief explain why?

Assume a country produces haircuts and shirts with inputs of labour. The country has 100 hours of labour available. A haircut requires 30 minutes of labour, while a shirt requires 2 hours of labour. Solvve sub-parts as well. a. Construct country’s production- possibility frontier. b. Suppose there is an increase in the labour hours from 1,000 to 1,500 labour hours. Indicate on the PPF how it will impact the production, if at all and brief explain why?

Exploring Economics

8th Edition

ISBN:9781544336329

Author:Robert L. Sexton

Publisher:Robert L. Sexton

Chapter3: Scarcity, Trade-offs, And Production Possibilities

Section: Chapter Questions

Problem 6P

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Assume a country produces haircuts and shirts with inputs of labour. The country has 100 hours of labour available. A haircut requires 30 minutes of labour, while a shirt requires 2 hours of labour. a. Construct country’s production- possibility frontier. b. Suppose there is an increase in the labour hours from 1,000 to 1,500 labour hours. Indicate on the PPF how it will impact the production, if at all and brief explain why?
Between a straight line PPF and concave PPF, which one is more realistic? Why? Explain with example and graph.
a) Why is the PPF curve bowed outward. Is it due to increasing opportunity cost or decreasing opportunity cost or constant opportunity cost b) What happens to the PPF curve during a recession? Will it shift inward or outward or remains constant c) Suppose a technology is banned due to its adverse environmental impacts. Would the production possibilty curve shift inward or outward or remain constant due to this d) How will a policy encouraging more immigration would shift the production possibility forntier. It will shift inward or outward or remain constant
In Kessy’s old kitchen, he could bake 10 cookies or mix 15 glasses of lemonade in a day. Now he has a bigger oven and kitchen. Draw Kessy’s initial PPF assuming constant opportunity cost between cookies and lemonade. Label it PPF1. [For this question, let cookies be illustrated on the horizontal axis.] Given PPF1, what is the opportunity cost of producing more cookies? In other words, how much lemonade must Kessy sacrifice to produce, say, one more cookie? Draw Kessy’s new PPF (label it PPF2) after he receives the new appliances.
a. Draw a production possibility frontier, clearly marking the regions of inefficient production, efficient production and unattainable production. b.Illustrate how the slope of the PPF represents opportunity cost. Why is the frontier concave to origin?
ASAP Consider the following PPF. PPF is linear between points A and B, B and C, C and D, D and E. What is an opportunity cost of 1c if currectly producing at c=8
With an example, use a production possibility frontier as a straight line, assume that the country has two factors of production, L and K. The payments to the factors are: w = wages (labor) r = rent (capital) Calculate: i) The total cost of production ii) The value of the slope
Question: How much more coffee does Todd gain from specialization and trade? To answer this question, use must use the information below: Production and Consumption Both Todd and John will have 12 hours to produce. Todd will use 8 hours to produce 80 pounds of chocolate and 4 hours to produce 80 pounds of coffee. John will use 4 hours to produce 80 pounds of chocolate, and 8 hours to produce 80 pounds of coffee. Specialization and Trade Todd's production without Trade Using 4 hours as a the time element - Todd can produce 40 pounds of chocolate and 80 pounds of coffee. opportunity cost for chocolate is 80/40 = 2 opportunity cost for coffee is 40/80 = 1/2 John's production without Trade Using 4 hours as the time element - John can produce 80 pounds of chocolate and 40 pounds of coffee. opportunity cost for chocolate 40/80 = 1/2 opportunity cost for coffee is 80/20 = 2 Without Trade Totals - John and Todd produce 120 pounds of chocolate, and 120 pounds of coffee. Who Should Produce and…
Question: How much more coffee does Todd gain from specialization and trade? To answer this question, use must use the information below: Production and Consumption Both Todd and John will have 12 hours to produce. Todd will use 8 hours to produce 80 pounds of chocolate and 4 hours to produce 80 pounds of coffee. John will use 4 hours to produce 80 pounds of chocolate, and 8 hours to produce 80 pounds of coffee. Specialization and Trade Todd's production without Trade Using 4 hours as a the time element - Todd can produce 40 pounds of chocolate and 80 pounds of coffee. opportunity cost for chocolate is 80/40 = 2 opportunity cost for coffee is 40/80 = 1/2 John's production without Trade Using 4 hours as the time element - John can produce 80 pounds of chocolate and 40 pounds of coffee. opportunity cost for chocolate 40/80 = 1/2 opportunity cost for coffee is 80/20 = 2 Without Trade Totals - John and Todd produce 120 pounds of chocolate, and 120 pounds of coffee. Who Should Produce and…
Between a straight line PPF and a concave PPF, which one is more realistic? Why? Defend your answer. (please solve it and make it plagarism free. donot copy paste)
Productivity Table Soup per unit of labor Swords per unit of labor Wesley 30 25 Fezzik 10 30 What is Dean's opportunity cost of soup?
Ron can either workout or make sushi rolls. It takes him 40 minutes to finish 1 workout and 20 minutes to make 1 sushi roll. If he has 120 minutes to do these two activities, what is the equation of the production possibility frontier (PPF) that describes the tradeoff between these two activities? (Assume workouts are on the x axis and sushi rolls are on the y axis) A y=6-2x B y=3-0.5x C y=3-2x D y=6-0.5x