D A: FLKHN) A:F(L,KH,N) 7- Suppose the U.S. economy is producing at point A on Production Function 1 (F). An increase in the labor force participation rate causes more labor to be used in production. The direct effect of this shift is to move the economy O A. Point A O B. Point B OC Point C O D. Point D O E. Point E
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- 2-lf you have the following production function Q=f( L,K), answer the following : 1. is this function tong or short run? 2. Draw TP! , MPL, APL. 3. Show the stages of the production. 4. Expiain the reiationship between iviPi & APL. 5. When MPL=0, what does that mean ?1. Imagine an economy with a constant returns to scale production function. Answer the following: (a) Suppose this economy has 3000 units of physical capital, with workers having 200 years of education, and they work 5000 hours. Their output is worth $10,000. Now imagine the same economy has 6000 units of physical capital, 400 years of education, and the workers work 10000 hours. What is their output now? (b) b) Suppose this economy has 3000 units of physical capital, with workers having 200 years of education, and they work 5000 hours. Their output is worth $10,000. Now, their physical capital grows to 6000 units, but the other two inputs remain the same. Provide a range for what the economy's output might be. That is, what is the lower bound, and what is the upper bound for this economy's output? (c) Suppose this economy has 3000 units of physical capital, with workers having 200 years of education, and they work 5000 hours. Their output is worth $10,000. Call this Country A. Now…Question 2 in the second stage of production function the TP and MP is O A. TP is increase and MP is decrease O B. TP is increase and MP is increase C. TP is decrease and MP Increase OD. TP is increase and MP is increase
- Time left 0:58: There is an earthquake of magnitude 7.5. What would be the impact on the country's production function? Select one: a. movement downward along the same curve O b. shift inwards Oc. remain unchanged O d. movement upwards along the same curve O e. shift outwards Next page s page2-If you have the following production function Q=f( L,K), answer the following: 1. Is this function long or short run? 2. Draw TPI, MPL, APL. 3. Show the stages of the production. 4. Explain the relationship between MPL & APL.Suppose the production function in an economy is Y = K0.SL05, where K is the amount of capital and L is the amount of labor. The economy begins with 25 units of capital and 25 units of labor. Round answers to two places after the decimal when necessary. a. How much output does the economy produce? units of output
- 3. What are the 2 variables that the Production Function is analyzing/graphing? Why does the production function diminish over time?How do increases in technology affect the aggregate production funclion? O A. With better technology, the aggregate production function shifts down because fewer workers are neoded O B. Even with technology increases, the aggregate production function will remain constant unless the technology increases are matched by increases in the physical capital stock. O C. As technology increases, diminishing marginal product sets in such that each unit of technology produces less output O D. With increases in technology, the aggregate production function shitfts up, indicating more output is produced from the same amount of inputs.10. Consider the following isoquant - isocost diagram (i.e., graph). K a. C. MPL b. = W a MPL Z W O a Ob Od С MPK r MPK d. The slope of the isocost is not e. MPL must be greater than MPK. d MPK r e 31> 90 W L
- My ans is C..... Dont know how D... Please show calculationProduction function Capital equipment per worker ($ thousands) Which 2 of the following statements are correct? Select one or more: Ja. The figure shows that higher capital per worker increases output per worker. b. The figure shows that each extra $ of capital per worker raises output per worker by an equal amount. O c. The function is "convex" (i.e., it has a slope which increases as capital per worker rises) d. The slope of the function is the marginal product of capital. Output per worker ($ thousands)For the production function Q = 0.7L + K, returns to scale: a. Can be increasing, decreasing, or constant depending on the values of L and K. b. Is decreasing. c. Is increasing. d. Is constant.