A country has GDP per capita equal to $5,000. If the country’s GDP per capita increases at a rate of 3.60% per year then according to the rule of 70 how many years will it take for GDP per capita to equal $20,000? Round to the nearest whole number.
A country has GDP per capita equal to $5,000. If the country’s GDP per capita increases...
A country has GDP per capita equal to $5,000. If the country's GDP per capita increases at a rate of 5.93% per year then according to the rule of 70 how many years will it take for GDP per capita to equal $20,000? Round to the nearest whole number.
A country has GDP per capita equal to $5,000. If the country's GDP per capita increases at a rate of 4% per year then about how many years will it take for GDP per capita to equal $20,000? 35
Country A starts with real GDP per capita equal to $ 40,000 and Country B starts with real GDP per capita equal to $ 2,000 .Today the RGDP per capita in A is _______ times the value in B.Country A is growing at a rate of 3.5 % per year and Country B is growing at a rate of 7 % per year. Assume these growth rates do not change.Country A will double its RGDP per capita in _______ years...
2. Country A’s current GDP is $1,000,000. It is growing at the rate of 2% per year. It has a current population of 2,500 which is growing at 3% a year. (a) Using the rule of 70, how long will it be before Country A’s GDP doubles (round off to the nearest value)? What will it’s per-capita GDP be in that year? (b) Using the rule of 70, how long will it be before Country A’s population doubles (round off...
Assume that a "leader country has real GDP per capita of $40,000, whereas a "follower country" has real GDP per capita of $20,000. Next suppose that the growth of real GDP per capita falls to zero percent in the leader country and rises to 7 percent in the follower country. If these rates continue for long periods of time, how many years will it take for the follower country to catch up to the living standard of the leader country?...
Country A starts with real GDP per capita equal to $40,000 and Country B starts with real GDP per capita equal to $2,000. Today the RGDP per capita in A is ___ times the value in B. Country A is growing at a rate of 3.5% per year and Country B is growing at a rate of 7% per year. Assume these growth rates do not change. Country A will double its RGDP per capita in _____ years and country...
According to the rule of 70, if a country's real GDP per capita grows at an annual rate of 5% instead of 7%, it will take how many additional years for that country to double its level of real GDP per capita? (Show Your Work)
20. In year 0, Country A has a real GDP per capita of $1,200. If Country A grows at a constant rate of 2% per year and Country A's population remains constant, what is Country A's real GDP per capita by year 20? (Round to the nearest dollar.)
According to the "Rule of 70", how many years will it take for real GDP per capita to double when the growth rate of real GDP per capita is 5%? A. less than 1 year B. 35 years C. 5 years D. 14 years
If a country with a GDP per capita of $4,000 as its start grows at 8% per year, then how many years will it take before GDP per capita is $46,000?