Twenty years ago a small town in Texas had a population of 10,000. The population has increased 8% each year since then. Predict what the population of the town will be in 10 more years.
I am horrible with percentages
It's a bit of a vague question.
For percentages, it's best to convert them to decimal first. \(8\%=0.08\)
All my website is is vague questions
Yeah I'm not sure if we are supposed to use exponential growth or linear growth.
My section is exponential
Alright
Okay so suppose they grow at a rate of \(r\) every 10 years.
whats the equation for it and i should be able to do it
or formula not equation...formula...i don't want people doing all the work for me...just helping me along
I would suggest\[ P(t) = P_0(1+r)^t \]
Let \(t\) be in decades.
Let \(r\) be the percentage increase.
Let \(P_0\) be the initial population.
Whoops, let \(t\) be in years.
So you need to figure out how many years it has been since the initial population, and you've got this.
i got 21,589
You are awesome.
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