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Nov 13th, 2006, 11:13 PM
#1
Thread Starter
New Member
Cumulative growth
Hi, I've been thinking about this problem for about a week now, but I can't figure it out. The best way to explain it would be to use population growth as an example:
Say the population of a city is 1000. The population grows by 2% annually. What will the population be after 10 years?
Now, I could just go the long way and work out the population year by year (e.g it's 1020 after 1 year, then after the 2nd year it's 1040.4 etc), but there must be a quicker way - a formula or something.
Anyone know?
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Nov 13th, 2006, 11:39 PM
#2
Re: Cumulative growth
Chek out this link. It uses $ in the example but you can apply that to your question. HTH
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Nov 14th, 2006, 12:03 AM
#3
Thread Starter
New Member
Re: Cumulative growth
 Originally Posted by lintz
Chek out this link. It uses $ in the example but you can apply that to your question. HTH 
Cheers, that was exactly what I was looking for.
Is there a way to find out how long it would take the population to go from 1000 to 2000, at a rate of 5% annual increase? Can I just rearrange the formula to find this out?
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Nov 14th, 2006, 02:18 AM
#4
Frenzied Member
Re: Cumulative growth
newpop = oldpop * rate^years
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Nov 14th, 2006, 04:17 AM
#5
Addicted Member
Re: Cumulative growth
years = [log(newpop/oldpop)]/[log(1+rate)]
Cheers
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