Question

Exponential Equations...

The population of a small coastal resort town, currently 2500, grows at a rate of 1.5% per year.

a) Write an exponential equation to model this information.

b) Find the number of years for the population to reach 5,000.
Exponential Equations...

The population of a small coastal resort town, currently 2500, grows at a rate of 1.5% per year.

a) Write an exponential equation to model this information.

b) Find the number of years for the population to reach 5,000. @Mathematics

Answer 1

Please Help!!!

Answer 2

w8 solvin

Answer 3

I DON"T KNOW THAT ALL IT SHOWS!
Exponential Functions

The population of a small coastal resort town, currently 2500, grows at a rate of 1.5% per year.

a) Write an exponential equation to model this information.


b) Find the number of years for the population to reach 5,000.

Answer 4

gal ur question r so confusing

Answer 5

I know -_- but that what it said! *Sigh**

Answer 6

(1+.015)^ number of years then multiply by 2500

Answer 7

the answer to b part is 46.55 or 47 to nearest whole num

Answer 8

because 5000=2500(1.015)^n
then 2=(.1.015)^n
take ln both sides
ln2/ln1.015= n
answer will be yieled

Answer 9

dum dum :P

Answer 10

Thankssss -_-!