Consider a closed economy with no government, where aggregate demand is determined by autonomous consumption, investment (which is independent of output), and the marginal propensity to consume. a) Given that autonomous consumption is 20, investment is also 20, and the marginal propensity to consume is 0.6, write out an equation for aggregate demand (AD) in this economy. b) Given this aggregate demand equation, and the equilibrium equation Y = AD, use algebra to find the equilibrium level of Y. (2 marks) c) Draw a diagram with output (Y) on the x-axis and aggregate demand (AD) on the yaxis. Draw two lines on this diagram: (i) Y = AD, and (ii) the aggregate demand function from part (a). Label the intercept of the AD line, and the point where the two lines intersect, with numerical values. d) Suppose that the marginal propensity to consume falls from 0.6 to 0.5. What would the new equilibrium level of Y be? Illustrate your answer in the diagram you drew for part (c). e) Calculate the value of the Keynesian multiplier when the marginal propensity to consume is (i) 0.6 and (ii) 0.5. f) Discuss two examples of what might cause the marginal propensity to consume to change, and why this matters.
Consider a closed economy with no government, where aggregate demand is determined by autonomous consumption, investment (which is independent of output), and the marginal propensity to consume. a) Given that autonomous consumption is 20, investment is also 20, and the marginal propensity to consume is 0.6, write out an equation for aggregate demand (AD) in this economy. b) Given this aggregate demand equation, and the equilibrium equation Y = AD, use algebra to find the equilibrium level of Y. (2 marks) c) Draw a diagram with output (Y) on the x-axis and aggregate demand (AD) on the yaxis. Draw two lines on this diagram: (i) Y = AD, and (ii) the aggregate demand function from part (a). Label the intercept of the AD line, and the point where the two lines intersect, with numerical values. d) Suppose that the marginal propensity to consume falls from 0.6 to 0.5. What would the new equilibrium level of Y be? Illustrate your answer in the diagram you drew for part (c). e) Calculate the value of the Keynesian multiplier when the marginal propensity to consume is (i) 0.6 and (ii) 0.5. f) Discuss two examples of what might cause the marginal propensity to consume to change, and why this matters.
Chapter8: The Keynesian Model
Section: Chapter Questions
Problem 9SQP
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Question
Consider a closed economy with no government, where aggregate demand is determined
by autonomous consumption, investment (which is independent of output), and the
marginal propensity to consume.
- a) Given that autonomous consumption is 20, investment is also 20, and the marginal
propensity to consume is 0.6, write out an equation for aggregate demand (AD) in this
economy.
- b) Given this aggregate demand equation, and the equilibrium equation Y = AD, use
algebra to find the equilibrium level of Y. (2 marks)
- c) Draw a diagram with output (Y) on the x-axis and aggregate demand (AD) on the yaxis. Draw two lines on this diagram: (i) Y = AD, and (ii) the aggregate demand
function from part (a). Label the intercept of the AD line, and the point where the two
lines intersect, with numerical values.
- d) Suppose that the marginal propensity to consume falls from 0.6 to 0.5. What would
the new equilibrium level of Y be? Illustrate your answer in the diagram you drew for
part (c).
- e) Calculate the value of the Keynesian multiplier when the marginal propensity to
consume is (i) 0.6 and (ii) 0.5.
- f) Discuss two examples of what might cause the marginal propensity to consume to
change, and why this matters.
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