Formula 1 Let P be the population of a city or a town at the beginning of a certain year and the population grows at a constant rate of `R %` per annum then population after n years `=P(1+ R/100)^n`

Formula 3 Let P be the population of a city or a town at the beginning of a certain year. if the population decreases at the rate of R% per annum then population after n years = P (1- R/100)^n

Formula 2 Let P be the population of a city or a town at the beginning of a certain year.If the population grows at the rate of R_(1)% during first year and R_(2) during second year then population after 2 years =P(1+(R_(1))/(100))xx(1+(R_(2))/(100))

If the population P of a town increases at R% per annum, then its population after 5 years is …….

A population grows at the rate of 5% per year. Then the population will be doubled in :

Statement I: If the annual increase in the population be 20% and present population be 10,000 then the population after 4 years is 20,736 .Statement II: the original population of a location be p and the annual growth rate be r%. The population after n years is P(1+(r)/(100))^(n).

The population of a city increases at the rate of 10% per annum. Find the population of the city in the year 2007 if its population in 2005 was 2 crores.

The population of a town increase at the rate of 5% every year. Find the population of the town in the year 2008, if it's population in 2005 was 200,00.