146. Use the aggregate expenditures model and assume the marginal propensity to consume (MPC) is 0.90.
A decrease in government spending of $1 billion would result in a decrease in GDP of:
147. Use the aggregate expenditures model and assume an economy is in equilibrium at $5 trillion which is
$250 billion below full-employment GDP. If the marginal propensity to consume (MPC) is 0.60, full-
employment GDP can be reached if government spending:
decreases by $60 billion.
decreases by $250 billion.
decreases by $100 billion.
148. Use the aggregate expenditures model and assume an economy is in equilibrium at $6 trillion which is
$500 billion above full-employment GDP. If the marginal propensity to consume (MPC) is 0.75, full-
employment GDP can be reached if government spending:
decreases by $75 billion.
decreases by $500 billion.
decreases by $125 billion.
149. Using the aggregate expenditure-output model, assume the aggregate expenditures (AE) line is above
the 45-degree line at full-employment GDP. This vertical distance is called a(n):
marginal propensity to consume gap.
150. Assume that full-employment real GDP is Y = $1,200 billion, the current equilibrium real GDP is Y =
$1,600 billion, and the MPC = 0.8. In order to bring the economy to a full-employment real GDP,
a recessionary gap must be bridged by increasing aggregate expenditures by $80 billion.
an inflationary gap must be bridged by cutting aggregate expenditures by $80 billion.
nothing is needed to bring the economy into full employment equilibrium.
a recessionary gap must be bridged by increasing aggregate expenditures by $400 billion.
an inflationary gap must be bridged by cutting aggregate expenditures by $400 billion.
151. Assume that an inflationary gap must be closed by reducing aggregate expenditures. If consumers
refuse to cut spending on consumption and producers won’t cut demand for investment goods, the
President: