The annual Gross Domestic Product (GDP) of a country is the value of all of the goods and services produced in the country during a year. During the period 1985-1999, the Gross Domestic Product of the United States grew about 3.2% per year, measured in 1996 dollars. In 1985, the GDP was $577 billion. In what year will the GDP reach $2 trillion? You just need to give the year, not part of a year
if the GDP is growing at 3.2% a year then \[ \large GDP_{n+1}=GDP_n+3.2\%GDP_n=(1+3.2\%)GDP_n \]
omg
u are studing economics this is simple arithmetic
say u have 100$ and your money grows at 3% every week after a week how much do u have?
this is pre-cal it uses the y function formula
@brendas
@brendas are u gonna take part of this?
sorry im back
what does the n stand for
the year
ok hold on let me see if i can work it out
i cant work it
say u have 100$ and your money grows at 3% every week after a week how much do u have?
100 * 3= 300 300/100= 3 3+100=103
yes that is what the formula says after one year u have what u had in the beginning plus the interests gained
so in general \[ \large GDP_n=(1+3.2\%)^{n-1985}GDP_{1985} \]
u dont know n but u know that \[ \large GDP_n=\$2\text{ trillion} \]
so the last one becomes an equation for n
right
??
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