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- Assume that the average or mean monthly household consumption expenditure for Malaysia rose from RM3,578 in 2018 to RM4,033 in 2020, growing 6% per annum at nominal value, according to the statistics department. However, in terms of real value — which refers to the constant price using the Consumer Price Index with the base year 2014 as the deflator — annual growth rate is 3.9% for the same period, mentioned on its Household Expenditure Survey Report 2020. a) Suppose that consumer spending initially rises by RM5 billion for every 1 percent rise in household wealth and that investment spending initially rises by RM20 billion for every 1 percentage point fall in the real interest rate. Also, assume that the economy’s multiplier is 4. i. If household wealth falls by 5 percent because of declining house values, and the real interest rate falls by two percentage points, in what direction and by how much will the aggregate demand curve initially shift at each price level? ii. In what…Suppose we have the following data given to us in this table. Year Real GDP Nominal GDP Population 2010 11,563 12,697 52 2020 12,406 13,395 49 Given this data, we would expect the quality of life to have increased by what percentage over the last 10 years? Answer this as a percentage and round your answer to two digits after the decimal without the percentage sign. ex. If you found the rate to be 5.125%, answer 5.13.10.14 Total economic output in three years. The n - vector xt denotes the economic output of a country in n different sectors, in yeart. An economist models the economic output using a linear dynamical system model xt+1 = Axt, where A is an n \times n matrix. Assuming her model is correct, find an expression for the total economic output in yeart + 3, in terms of xt and A. (The total economic output is the sum of the economic output in the n sectors.)
- In the formula ke >= (D1/P0) + g, what does (D1/P0) represent?Suppose you have quarterly data on new housing starts, interest rates, and real per capita income.Specify a model for housing starts that accounts for possible trends and seasonality in the variables.If the annual rate of world oil consumption t years after 1970 is modeledby the equation R(t) = 16.1e^.07t (billions of barrels per year), how much total oil (net change) was used between 1976 and 1980?
- The United States gross national product in trillions of dollars for the latter half of the 1980s is given in the table below. Year 1985 1986 1987 1988 1989 GNP ($trillion) 4.02 4.23 4.52 4.88 5.20 1. Using technology, calculate the average rate of change for each year. You may, for example, make a table in a spreadsheet with Year, GNP, and Average Rate of Change, as the three columns. What are the independent and dependent variables? 2. Using technology, create a plot of GNP vs year. Does the data appear to be linear? Explain. 3. Using technology, construct a linear trendline and determine the R2 value. What is the trendline equation? Interpret the slope, including units. What is the R2 value? Is there a strong or weak correlation? 4. Using the trendline equation, create a spreadsheet table and second plot of GNP vs year, extending the data through 1995. What GNP does your trendline predict for 1993? Explain in the context of the problem. 5. In what year does the trendline predict the…The following table lists GDP per capita from 1970 to 2010 for South Korea and the United States. As you can see, both grew substantially over that 40-year period. Plot the five data points for each country on a graph using a nonproportional scale, as in Exhibit 7.3 in the chapter. Connect the points to create a line graph. Plot the five data points for each country on a graph using a proportional scale, that is, a scale where equal distances represent equal percentage changes. Connect the points to create a line graph. Interpret the differences you see in the two graphs.Assume that the average or mean monthly household consumption expenditure for Malaysia rose from RM3,578 in 2018 to RM4,033 in 2020, growing 6% per annum at nominal value, according to the statistics department. However, in terms of real value — which refers to the constant price using the Consumer Price Index with the base year 2014 as the deflator — annual growth rate is 3.9% for the same period, mentioned on its Household Expenditure Survey Report 2020. b) i. Use the aggregate expenditures model to show how government fiscal policy could eliminate either a recessionary expenditure gap or an inflationary expenditure gap. ii. Explain how equal-size increases in G and T could eliminate a recessionary gap and how equal-size decreases in G and T could eliminate an inflationary gap.
- Imagine the GDP per capita of a country doubles every one hundred years. What would the shape of a linear-scale graph and a ratio-scale graph be? Select one or more: a. Linear scale: an upward-sloping curve with increasing slope (called convex shape) Ratio scale: an upward-sloping straight line b. Linear scale: an upward-sloping straight line Ratio scale: a straight horizontal line c. Linear scale: an upward-sloping straight line Ratio scale: an upward-sloping curve with decreasing slope (called concave shape) d. Linear scale: an upward-sloping convex curve Ratio scale: an upward-sloping convex curveWrite down an equation of motion which takes into consideration technological advancement and what condition must be true if the economy is in the steady state. Be sure to label what the components are.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.
