In the one-period model in Chapter 5, an increase in total factor productivity
reduces consumption, increases output, and increases the real wage.
increases consumption, increases output, and increases the real wage.
reduces consumption, reduces output, and reduces the real wage.
reduces consumption, increases output and reduces the real wage.
Correct Answer:
B
Explanation:
When total factor productivity increases, then it decreases the cost of production and supply curve shifts to the right. It increases output, reduces the cost and consumption increases. At the same time, when total facto productivity increases, then demand for workers also increases and it increases their wage rates. So, real wage also increases in the economy.
In the one-period model in Chapter 5, an increase in total factor productivity
The equilibrium effects of a prospective future increase in total factor productivity include Question 1 options: 1) an increase in the real wage and an increase in the real interest rate. 2) an increase in the real wage and a decrease in the real interest rate. 3) a decrease in the real wage and an increase in the real interest rate. 4) a decrease in the real wage and a decrease in the real interest rate. 5) a decrease in...
1. (Specific Factor Model, Chapter 3) In the "simple" version of the specific factor model, there are two sectors (goods), one factor (labor) that is perfectly mobile between the two sectors, and one fixed - or specific - factor in each sector. To be concrete, suppose the two goods are food and clothing, the specific factor in food is "land" - represented by "T", and the specific factor in clothing is "capital", represented by "K'. The production functions for each...
True or false? An increase in Total Factor Productivity always increases the firm’s profit. (You can assume there is no government for simplicity.) Explain/ support answer
An expected future increase in total factor productivity does NOT affect: current output demand. current investment demand. current labor demand. current wages.
Behind the Supply Curve: Inputs and Costs - End of Chapter Problem 5. An increase in labor productivity means that each worker can produce more output. Recent data on productivity show that labor productivity in the U.S. nonfarm business sector grew by 1.7% between 1970 and 1999, by 2.6% between 2000 and 2009, and by 1.1% between 2010 and 2015. MC ATC c. When productivity growth is positive, what happens to the marginal cost curve and the average total cost...
According to the closed economy one-period model, why might it not be a good idea to raise government spending to limit the drop in output that results from a decline in total factor productivity?
If all factor input are measured in dollars, the multi-factor productivity of a system will never exceed its labour productivity. True False Of the following scenarios, which one yields the largest productivity gain from one period to the next ? Output remained the same and input decreased by 15%. Output and input increased by 5% each. Output increased by 15% and input remained the same. Output increased by 10% and input decreased by 3%. Output increased by 3% and input...
An increase in total factor productivity causes the Question 9 options: 1) production function to shift up, labour demand to shift right, and output supply to shift right. 2) production function to shift up, labour demand to shift left, and output supply to shift right. 3) production function to shift up, labour demand to shift right, and output supply to shift left. 4) production function to shift down, labour demand to shift left, and output supply to shift left. 5)...
Suppose that the government decides to reduce taxes. In the basic model used in this chapter, determine the effects this will have an aggregate output, consumption, employment, and the real wage, and explain your results.
Growth in total factor productivity equals the _____. percentage change in per capita real GDP sum of resource growth and economic growth ratio of total input to total output ratio of total output to total input percentage change in output minus the percentage change in resources