The population of a certain country was $2,345,235$ in $1985$ and $3,458,377$ in $1995 .$ Assume that the growth is exponential.
(a) Find a formula for the population $t$ years after $1985 .$
(b) Find the time required for the population to double.
(c) Use the data to predict the population in the year $2005 .$

Question

The population of a certain country was $2,345,235$ in $1985$ and $3,458,377$ in $1995 .$ Assume that the growth is exponential. 
(a) Find a formula for the population $t$ years after $1985 .$ 
(b) Find the time required for the population to double.
(c) Use the data to predict the population in the year $2005 .$

Quizplus · Accepted Answer

The Answer of The population of a certain country was $2,345,235$ in $1985$ and $3,458,377$ in $1995 .$ Assume that the growth is exponential. 
(a) Find a formula for the population $t$ years after $1985 .$ 
(b) Find the time required for the population to double.
(c) Use the data to predict the population in the year $2005 .$

The Population of a Certain Country Was 2,345,2352,345,2352,345,235 In 198519851985 And 3,458,3773,458,3773,458,377 In 1995.1995 .1995.

The Population of a Certain Country Was $2,345,235$ In $1985$ And $3,458,377$ In $1995 .$