Chapter 31 – The Aggregate Expenditures Model
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Answer: At $380 billion level, saving = $24 billion; planned investment = $16 billion.
Actual saving = $24 billion; actual investment is $24 billion
At the $300 billion level, saving = $8 billion; planned investment = $16 billion. Actual
saving = $8 billion; actual investment is $8 billion
Unplanned inventories fall -8 billion
Unplanned inventories rise 8 billion
Feedback: At the $380 billion level of GDP, saving = $24 billion; planned investment =
$16 billion (from the question). This deficiency of $8 billion of planned investment
causes an unplanned $8 billion increase in inventories. Actual investment is $24 billion
(= $16 billion of planned investment plus $8 billion of unplanned inventory investment),
matching the $24 billion of actual saving.
At the $300 billion level of GDP, saving = $8 billion; planned investment = $16 billion
(from the question). This excess of $8 billion of planned investment causes an unplanned
$8 billion decline in inventories. Actual investment is $8 billion (= $16 billion of
planned investment minus $8 billion of unplanned inventory disinvestment) matching the
actual of $8 billion.
When unplanned investments in inventories occur, as at the $380 billion level of GDP,
businesses revise their production plans downward and GDP falls. When unplanned
disinvestments in inventories occur, as at the $300 billion level of GDP; businesses revise
their production plans upward and GDP rises. Equilibrium GDP—in this case, $340
billion—occurs where planned investment equals saving.
3. By how much will GDP change if firms increase their investment by $8 billion and the MPC is
.80? If the MPC is .67? LO5
4. Suppose that a certain country has an MPC of .9 and a real GDP of $400 billion. If its
investment spending decreases by $4 billion, what will be its new level of real GDP? LO5