us economic growth rate

The hair in a typical man's beard grows about 3.4 mm per week. What is the unit rate of growth in mm per day? => 0.49 mm per day or 0.52 mm per day or 0.46 mm per day or 0.41 mm per day..

The average annual growth rate of a city is 0.8% , and the population of the city in 1996 was about 1.62 million . If the growth continues, then predict the population of the city in the year 2004 . => 1.29 million or 0.32 million or 0.32 million or 1.73 million..

The average annual rate of increase in population of a country is 0.7% and the population in 1996 was about 263 million . Find the growth factor for the population of the country. => 1.07 or 1.007 or 1.0007 or 1.7..

The number of animals in a forest increases from 1000 to 1500 in 5 years. Assuming that the rate of growth of animals is exponential, how long did it take the number of animals to increase by 40%? => 3 years or 2 years or 4 years or 6 years or 4.5 years..

The average annual rate of increase in population of a city is 0.5% and the population in 1996 was about 1.72 million. If the growth continues, then predict the population of the city in the year 2002 . => 1.77 million or 0.95 million or 1.25 million or 0.12 million..

The average annual rate of increase in population of a country is 0.8% and the population in 1996 was about 290 million . Find the growth factor for the population of the country. => 1.8 or 1.0008 or 1.08 or 1.008..

The hair in a typical man's beard grows about 3.3 mm per week. What is the unit rate of growth in mm per day? => 0.44 mm per day or 0.39 mm per day or 0.50 mm per day or 0.47 mm per day..

The following table represents the percentage increase or decrease from the previous year in the military growth rates in Brazil till the year 1998. In which year was the minimum growth rate recorded? Year Growth rate 1994 -6.5% 1995 12.1%..

Find the growth rate and growth factor in the exponential function y = 23(5.5) t . => 4.5 and 5.5 or 23 and 4.5 or 4.5 and 23 or 0.55 and 4.5..

Identify the initial amount and the growth rate in the given exponential function. y = 44(1 + 0.08) t => C = 44, r = 8% or C = 45, r = 9% or C = 1, r = 8% or C = 44, r = 1%..