Assume no change in the labour force. In the 2030s, physical capital increased by 20% and GDP increased by 15%. In the 2040s, physical capital increased by 20% and GDP increased by 10%. This is consistent with marginal product of capital. If asked about total factor productivity, we O negative; can infer it decreased. O negative; cannot infer whether it increased or decreased. O diminishing; can infer it decreased. O diminishing; cannot infer whether it increased or decreased.

The relation between technology and the quantity of factor inputs to Real GDP is specified by the production function. O True O False  Note:- Please avoid using ChatGPT and refrain from providing handwritten solutions; otherwise, I will definitely give a downvote. Also, be mindful of plagiarism. Answer completely and accurate answer. Rest assured, you will receive an upvote if the answer is accurate.

In 2012, Northland had real GDP of $4.21 billion and a population of 2.98 million. In 2013, real GDP was $4.59 billion and population was 2.97 million. Northland's real GDP per person in 2013 was Select one: OA. $132. O B. $1.41. O C. $380. O D. $1,545. O E. $1,413.

a. Based on only the first-order condition with respect to labor computed in part a (Based on the given Lagrangian, compute the representative consumer's first-order conditions with respect to consumption and with respect to labor). Qualitatively sketch two things in a diagram with the real wage on the vertical axis and labor on the horizontal axis. First, the general shape of the relation ship between w and n (perfectly vertical, perfectly horizontal, upward-sloping, downward-sloping, or impossible to tell). Second, how changes in / affect the relationship (shift it outward, shift it in inward, or impossible to determine). Briefly describe the economics of how you obtained your conclusions. (Note: In this question you are not to use the first-order condition with respect to consump tion nor any other conditions.) b. Now based on both of the two first-order conditions computed in part a, construct the consumption-leisure optimality condition. Clearly present the important steps and…

In a life-cycle model, a worker with constant household productivity will react to an expected decrease in wages by Select one: O A. increasing his labor supply. O B. decreasing his labor supply. O C. not changing his labor supply, since the wage increase was expected. OD. either increasing or decreasing his labor supply.

Why is a Cobb-Douglas production function useful for analyzing economic growth? O A. The Cobb-Douglas production function provides an efficient way of measuring the correlation of total factor productivity and consumption per worker. O B. The Cobb-Douglas production function provides a good fit to show consumption per worker and how multiple variables affectit. OC. The Cobb-Douglas production function provides a good fit to aggregate data and is also a good analytical tool for growth accounting. OD. The Cobb-Douglas production function provides an efficient method of measuring output per worker in the long run.

At the beginning of the year, you have a saw worth $2,000 and a bunch of trees. says it will pay you $4,000 to not cut down your trees. Freaks4Environment Instead, you hire Lei to use your saw to cut down all of the trees. At the end of the year: you sell trees Lei cut down for $27,000; you pay Lei $15,000; and your saw is now worth $1,000. Based on this information, how much GDP has been created? Round to two decimal places. Do not enter the currency symbol, but enter the negative sign if appropriate. If your answer is -$1.125, enter -1.13. 27,000

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A basket of products and servioes cost $400 in the base year. If the Consumer Price Index (CPI) in the current year is 250, then the cost of the basket of products and services in the current year is O A. $150. OB. $650. OC. $1,400. O D. $1,000.

In an economy, U = the number of adults who are unemployed, E = the number of adults who are employed, and NLF = the number of adults not in the labor force. The labor force participation rate in the economy is equal to: O a. U/(U + E + NLF). O b. (U+ E)/(U +E+ NLF). c. E/(U + E + NLF). O d. U/(U + E). O e. E/(U + E). е.