Refer to the following diagram: Aggregate consumption (C) 60 60 130 200 270 1 45° 0 100 200 300 Aggregate income (Y) The equation for the aggregate saving function is
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- From the graph , calculate the MPS for the saving function.Q.3.4 Year (Base year) 2018 2019 2020 2021 Cost of a basket (R) of consumer goods/services Explain, with the aid of an equation, the components of the consumption function. 1850 2190 2380 2560Using the data in the table below, calculate Aggregate Expenditure (AE), Savings (S), and increasing inventories Change (UI). Please ensure you show and input the negative sign where necessary for your answers on savings and undesired inventory changes. Aggregate Expenditure (AE) Number Number Number Income (Y) 550 640 730 Consumption (C) 577.5 636 694.5 Investment (1) 135 135 135 Savings (S) Number Number Number Inventory Disequilibrium Number Number Number
- 2.1 Question 1 Consider the following model of the economy: Y, =C+I+GY, = 8,000 G, = 2,500 T, = 2,000 C, = 1,000+(y-7) I, = 1,200-100r (a) In this economy, compute private saving, public saving, and national saving. (b) Find the equilibrium interest rate. (c) Now suppose that G is reduced by 500. Compute private saving, public saving, and national saving. (d) Find the new equilibrium interest rate.Given the following income, spending, and savings data, please answer parts a-g below : Disposable Income (DI) Consumption (C) Savings (S) $ 0 $. 40000 _________ $100000 $100000 _________ $200000 $160000 _________ $300000 $220000 _________ $400000 $280000 _________ a. Solve for savings at each level of disposable income (DI). b. Solve for the marginal propensity to consume (MPC) and the marginal propensity to save (MPS) between each disposable income level. c. Solve for the average propensity to consumer (APC) and the average propensity to save (APS) at each level of disposable income. d. State the numerical value for the break-even level of disposable income in this example. e. State the numerical value for the autonomous consumption in this example. f. Using the data from the table, graph the consumption line. g. Using the data from the table, graph the savings line. Give me answer part: A ,B ,Cif Government Spending (G) is $200 million, Tax Revenue (T) is $260 millio Consumption is $300 million, and GDP P(Y) is 780 millionPrivate saving is
- Consumption/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. IncomeDefine disposable incomeA2) Economics Assuming that the government intends to adopt a ride-sharing scheme to solve the problem of rush hour traffic congestion, the ride-sharing scheme is therefore evaluated. Known: B0 = 0, Bt = 60, t = 1, 2,… (for a perpetual gain); C0 = 1,000, Ct = 0, t = 1, 2,…. Among them, t represents the year, and Bi and Ci are divided into the benefit and cost of the i-th year. Assuming that inflation and government taxation are not considered, if the discount rate is 5%, try to use the present value criterion, the internal rate of return and the profit-to-price ratio method to evaluate whether this multiplication plan is feasible?
- Investment 0.30 rate 0.25 0.20 0.15 0.10 0.05 0.05 0.10 0.15 0.20 0.25 0.30 Saving rate 19) Given the above graph, at the green dot, we can state: a) Saving rate> Investment rate and (X – M)> 0 b) Saving rate 0 d) Saving rate > Investment rate and (X – M) < 0 20) Exponential growth implies that: a) Growth rates can only be positive. b) Growth rates will alternate between positive and negative values every consecutive period. c) Relatively large differences in growth rates will translate into minor differences in the level of GDP per capita many years growth. d) Relatively small differences in growth rates will translate into substantial differences in the level of GDP per capita after many years of growth. 4u.edu.tr/mod/quiz/attempt.php?attempt=3214468&cmid%3D203021 Refer to the information provided in Figure 23.3 below to answer the question(s) that follow. amadı inden 270 miş 200 işaretle 130 60 450 100 200 300 Aggregate income (Y) Figure 23.3 Refer to Figure 23.3. The equation for the aggregate saving is Lütfen birini secin. O A S= -130 +0,4Y O B. S= 140 +05Y OC S= -80 +0.4Y ODS= -60 +03Y CES 200 +06Y Aggregate consumption (C)1. Complete the accompanying table with disposable income (DI) and consumption (C) schedules for a private, closed economy. All figures are in billions of dollars. DI Consumption Saving АРС APS MPC MPS 8. 40 40 80 72 120 104 160 136 200 168 240 200 (a) Refer to the above data. If plotted on a graph, the slope of the consumption schedule would be: (b) The break-even level of income is ($ ) where saving equals ( $ :). Households dissave ( $ ). Dissaving occurs at the lowest levels of income as households spend ( more, less ) than they receive in disposable income. This dissaving could occur with households liquidating (selling for cash) their assets or borrowing money. As income rises we see that savings ( increases, decreases ) by a greater and greater amount. (c) If consumption increases by $10 billion at each level of disposable income, the average propensity to consume (APC) will ( change, unchange) and/but the marginal propensity to consume (MPC)will ( change, not change). (d) (APC,…