(1) The relationship among consumption, saving and disposable income depicted below;
Disposable income = Consumption + Saving.
(2) The consumption schedule is a table that shows the relationship between consumption and disposable income.
(3) The saving schedule is a table that shows the relationship between saving and disposable income.
(4) Consumption and saving are directly related to disposable income in the aggregate expenditure model.
Consumption is a part of disposable income which spent and saving is a part of disposable income which is not spent.
Disposable income = Consumption + Saving.
(5)
Disposable income | Consumption | Saving |
200 | 210 | -10 |
220 | 220 | 0 |
240 | 230 | 10 |
260 | 240 | 20 |
280 | 25 | 30 |
300 | 260 | 40 |
Disposable income = Consumption + Saving.
Consumption = Disposable income - saving
Saving = Disposable income - Consumption.
(6) MPS = 1/5.
MPC + MPS = 1
MPC = 1 - MPS
MPC = 1 - 1/5
MPC = 4/5
In the given table, there is increase in income by $25 every time.
Since there is no government, so disposable income is equal to income [Disposable income = Income - tax]
So, there is an increase in disposable income by $25 every time.
MPC = dC / dYD
Where, dC is change in consumption.
dYD is change in disposble income.
MPC = dC / dYD
(4 /5) = dC / $25.
dC = (4 /5) * $25
dC = $20.
it means every $25 increase in disposable income leads to increase in consumption by $20.
Level of output and income | Consumption | Saving |
250 | 200 | 50 |
275 | 220 | 55 |
300 | 240 | 60 |
325 | 260 | 65 |
350 | 280 | 70 |
375 | 300 | 75 |
400 | 320 | 80 |
(7)
MPS = 1/3.
MPC + MPS = 1
MPC = 1 - MPS
MPC = 1 - 1/3
MPC = 2/3
In the given table, there is increase in income by $30 every time.
Since there is no government, so disposable income is equal to income [Disposable income = Income - tax]
So, there is an increase in disposable income by $30 every time.
MPC = dC / dYD
Where, dC is change in consumption.
dYD is change in disposble income.
MPC = dC / dYD
(2/3) = dC / $30.
dC = (2/3) * $30
dC = $20
it means every $30 increase in disposable income leads to increase in consumption by $20.
Level of output and income | Consumption | Saving |
100 | 120 | -20 |
130 | 140 | -10 |
160 | 160 | 0 |
Collabon Short-Answer, Essays, and Problems 1. What are the relationships among consumption, saving, and disposable income?...
6. Suppose a family's annual disposable income is $8000 of which it saves $2000. (a) What is their APC? (b) If income rises to $10,000 and they plan to save $2800, what are MPS and MPC? (c) Did the family's APC rise or fall with their increase in income? 7. Complete the following table assuming that (a) MPS = 1/5, (b) there is no government and all saving is personal saving. Level of output and income Consumption Saving $250 $260...
4. Use Table C: WHAT IS THE CONSUMPTION FUNCTION? C Fill in the table below. Describe your result 5. Disposable IncomeConsumption Saving $200 $210 $220 S0 S $230 $10 $20 $260 $280 $ $30 $300 $260
Table C_6 Disposable Income and Consumption Saving (S) O Disposable income (Y) Consumption (C) 1000 2,000 TI T LLLLL 5,000 _ 12,000 13.000 T L Refer to Table C_6. Assuming MPC=0.6, the break-even level of disposable income=_.(Do not enter a $ sign. Include a negative sign, if a negative number)
Keynesian Consumption Function (billions of dollars per year) Real disposable income Consumption Saving MPC MPS $100 200 300 400 500 $150 200 250 300 350 a.) Calculate the saving schedule. b. Determine the marginal propensities to consume (MPC) and save (MPS). c. Determine the break-even income. d.) What is the relationship between the MPC and the MPS? 3. Explain why the MPC and the MPS must always add up to one. 4. How do households "dissave" 5. Explain how each...
2. Consider the following data table for a hypothetical economy. Aggregate Consumption Personal Planned Aggregate Aggregate Income Expenditure Saving Investment Expenditure Equilibrium 0 100 20 100 180 200 260 300 340 400 420 500 500 600 580 700 660 Complete the table Calculate and interpret MPC and MPS Write the equation of Consumption Function Determine the equilibrium level of Aggregate Income, Consumption Expenditure, and Personal Saving Calculate the Multiplier Calculate the change...
Income (Yd) Consumption Expenditure Saving Investment Expenditure Government Expenditure Net Export Expenditure Aggregate Expenditure $8000 $11,000 $2,500 $5,000 $12,500 12,000 14,000 2,500 5,000 12,500 20,000 20,000 2,500 5,000 12,500 30,000 27,500 2,500 5,000 12,500 50,000 42,500 2,500 5,000 12,500 100,000 80,000 2,500 5,000 12,500 Calculate savings, MPC, MPS, break even income, and the equilibrium level of income (Y = AE = C + I + G +NX) in the above given information. Draw a graph showing disposable income (Yd)...
Consider the following table for a? household's consumption expenditures and disposable income. To the nearest? dollar, compute desired saving at each level of disposable income. ?(Enter your responses as whole numbers and include a minus sign where? appropriate.) Income Consumption Savings ?$0 ?$100 ?$ ?$100 ?$150 ?$ ?$200 ?$200 ?$ ?$300 ?$250 ?$ ?$400 ?$300 ?$ ?$500 ?$350 ?$ The marginal propensity to save is ____. ?(Enter your response rounded to two decimal? places.) The marginal propensity to save ____...
10. Complete the accompanying table. Level of output and Income (GDP = DI) Consumption Saving APC APS MPC MPS $100 $105 -$5 1.05 125 $125 1.00 150 0.97 0.94 200 $145 $165 $185 $205 $225 $245 $265 225 |||||||| 0.925 0.91 0.90 0.89 0.88 250 275 300 (a) What is the break-even level of income? How is it possible for households to dissaye at very low income levels? (b) If the proportion of total income consumed decreases and the proportion...
8. Complete the accompanying table. Level of output and income (GDP = DI) Consumption Saving APC APS MPC MPS $100 $ -$5 125 (a) What is the break-even level of income? How is it possible for households to dissave at very low income levels?
Question 19 (1 point) Saved Disposable income is: 1) consumption minus taxes. 2) income minus saving. 3) income after adding transfers and subtracting taxes 4) the same as "income". 5) income minus both saving and taxes. Question 20 (1 point) Suppose nominal GDP increases in a given year. Based on this information, we know with certainty that: 1) the price level (GDP deflator) has increased. 2) real output has decreased and the price level has increased. 3) either real output...