Explain in detail what are Computable General Equilibria Models?

T. Haavelmo devised a model of the US economy for the years 1929–1941 based on the followingequations:(i) c = 0.712y + 95.05 (ii) s = 0.158(c + x) − 34.30(iii) y = c + x − s (iv) x = 93.53Here x denotes total investment, y is disposable income, s is the total saving by firms, and c istotal consumption. Write the system of equations in the form (1) when the variables appear inthe order x, y, s, and c. Then find the solution of the system.

i Suppose that the economic model is wage = Bo+B₁exper+B₂exper² + ε. In the terminology of this class, is this a linear model? ii Suppose that the economic model is wage = 80+ experi Bo In the terminology of this class, is this a linear model? + E.

Explain why in every econometric model there must be an error term, explain its function.

See Figure 2.2 and examine the model.  Unlike other circular flow models, this model is missing another sector/s. what is the missing sector?

Which section of the Circular Flow Model does Walmart belong to? Households Product Markets Factor Markets Firms

Please answer fast

2. Consider the Romer model: Y = ALyt AA++1 = ZA,Lat Lat + Lyt = L Lat = IL a) Assume that A, = 1, ī = 0.02, z = 0.0001, L = 10,000. Find the growth rate of knowledge in and the growth rate of output per person. the economy b) Compare two economies: one with parameter values as in a) and the other one with the same parameter values except for the initial set of knowledge A, = 5. Briefly explain what will be the differences in the growth rates of knowledge and output per worker? Show the paths for output per worker on a graph. c) The government believes that the growth rate of output per worker is low and thinks about measures that would increase it. There are two options: (i) doubling the share of workers employed in the research sector, and (ii) increasing the population size by one third. The government can choose only one option. Which option would you recommend and why? Use a graph in your answer.

The accompanying table shows the average annual wage for a country, in thousands of dollars, for selected years from 1970 and projected to 2040. a. Find an exponential function that models these data, with x equal to the number of years after 1970 and y equal to the average annual wage in thousands of dollars. b. Graph the model and the data on the same axes. c. What does the model predict that the average annual wage will be in 2030? Is this interpolation or extrapolation? d. When does the model predict that the average annual wage will reach $230,000? a. The equation of an exponential function that models the data is y=. (Use integers or decimals for any numbers in the expression. Round to three decimal places as needed.) b. Graph the model on the same axis as the data. Choose the correct graph below. All graphs are shown in a [0,70,10] by [0,250,50] viewing window. OA. OB. c. According to the model, the average annual wage in 2030 will be $ thousand. (Round to one decimal place as…