What are business cycles?
Alternating periods of rising and falling GDP
What does GDP stand for?
Gross Domestic Product
One method that calculates GDP.
Expenditure approach
Stock market wealth fell by more than what percentage?
More than 40%
What is the underground economy?
The business activity conducted without the knowledge of the government.
All business cycles are characterized by what two phases?
Expansions and contractions
To measure GDP we only include what?
Final goods and services
Name of household purchases.
Consumption
Oil became scarce in?
Late 2007-Early 2008
(you only need one of these)
What four things make up GDP?
Wages+Rent+Interest+Profit
What causes business cycles?
Changes in aggregate demand/supply
A product that becomes part of a final good or service.
An intermediate product
Investment is business spending on final goods of what three types?
1: Physical capital
2: New Homes
3: Any goods produced but not sold during that year
A rapid and unsustainable increase in the price of homes, gold, corporate stocks or some other asset.
A Bubble
When was the first US dollar bill created?
1862
The total output a country's firms are willing and able to produce, contingent on the price.
Aggregate Supply
The total value of all final goods and services produced within a country's border in a year.
GDP
What is the largest component of GDP?
Consumption
How did firms react to the recession?
They canceled planned spending on capital equipment
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
During a contraction
What is the equation of expenditure approach to calculate GDP?
GDP= C+I+G+(X-M)