Calculate business investment for the following data: Y = 55,000 C = 40,000 G= 5,000 NX= - 2000 A.) Investment is $9,800 B.) Investment is 12,000 C.) Investment is 3600 D.) Investment is 1,200
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Calculate business investment for the following data:
Y = 55,000
C = 40,000
G= 5,000
NX= - 2000
A.) Investment is $9,800
B.) Investment is 12,000
C.) Investment is 3600
D.) Investment is 1,200
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- Among the components of personal consumption expenditures (C) the spending of durable goods that last 3 years or more is the greatest in the U.S. households. 1) True 2) FalseConsumption/Savings 1000 800 600 400 200 0 -200 Select one: 200 400 600 800 1000 1200 1400 1600 S Refer to the graph above to answer this question. What is the equation for the saving function? A. S=200+ 0.4Y. B. S=-200+ 0.6Y. X C. S-200+ 0.8Y. OD. S-200 +0.2Y. OE. S=200 - 0.2Y. IncomeQ2)Complete the following table and illustrate by graph following variables (TFC. TVC. TC. MC) TFC TVC MC ATFC ATVC ATC 20 35 38 40 55
- Which statement below best supports the correlation (relationship) between energy consumption and a country’s Gross Domestic Product? Your answer: 1 Countries with a high gross domestic product are low consumers of energy. 2 There is no correlation between energy consumption and gross domestic product. 3 Countries with a high gross domestic product are high consumers of energy 4 Countries with a low gross domestic product are high consumers of energy5. Explain the difference between investment as the term is used by most people and investment as defined by an economist in two paragraphs.5 GDP (Y) Consumption (C) Investment (I) $ 0 $ 60 $ 30 100 120 40 200 180 50 300 240. 60 400 500 300 360 70 BO (Advanced analysis) The table gives data for a private closed economy. The letters Y, C, S, and /are used to represent real GDP, consumption, saving, and Investment, respectively. The equation representing the Investment schedule for the economy is O Multiple Choice 1=0.3Y /= 80-03Y =30+0.1Y 10-30
- Suppose GDP in this country is $480 million. National Income Account Value (Millions of dollars) Government Purchases (GG) 150 Taxes minus Transfer Payments (TT) 180 Consumption (CC) 225 Investment (II) 105 Complete the following table by using national income accounting identities to calculate private and public saving. In your calculations, use data from the initial table. Private SavingPrivate Saving = (YTI, TG, YCT) = = ?million Public SavingPublic Saving = = (CT, TG, YCT, YTI) = = $millionWhich of the following is not a continuous variable? Time to complete this question. Interest rate. Distance between your location and the University of Manitoba campus. ONumber of stars in an Amazon review.1) Personal consumption expenditures in billions of dollars are A) 900. B) 1,100. C)1400 D) 1,600. 2) The value for gross private domestic investment in billions of dollars is A) 740. B) 810. C) 850. D)890
- In the below table, C is consumption expenditure, Iis investment, G is government expenditure, and NX is the net exports. All entries are in million dollars. (SHOW THE STEPS OF CALCULATIONS) c) What is the unplanned inventory change when GDP is equal to $2200 million? d) How much is the level of savings when income is $2300 million?Economics 1) Draw a saving-investment diagram to show how each of the following changes shifts the IS curve. (a) Future income rises. (b) The future marginal productivity of capital increases. (c) Government purchases decrease temporarily. (d) The effective corporate tax rate increases.For the relationship graphed below: Household Spending = C ($/month) a Question 7 Homework Unanswered b с d 3,200 2,300 1,400 500 0 Select an answer and submit. For keyboard navigation, use the up/down arrow keys to select an answer. 1,000 2,000 3,000 Total Income = Y($/month) Spending Function total income is the independent variable and household spending is the dependent variable. total income is the dependent variable and household spending is the independent variable. total income is unrelated to household spending. total income is an exogenous variable, or shift factor.