I am really stuck on creating a formula for this exponential

Phoenix29

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Joined
Oct 22, 2013
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1
The first one is:

The area covered by a marsh,
30b4ca1f63f557c3f761d0fcdd79cd1.png
, starts at
caa6c96a8aef434622abfab1a4b4521.png
acres and drops by a
a4af2728ed42d7f32964e4691a1fc91.png
each year for
51ce22f57691deebf1a0c70877535c1.png
years. Write a formula for
2dbe94f857c62b89ecdfbffa710b001.png
.
3f98af71d7328fbe5ed04daec906061.png


I've tried 17000(1/3)^n and multiple variations of it to no avail. Could really use some help setting up the equation.
 
The area covered by a marsh, \(\displaystyle A\), starts at \(\displaystyle 17,000\) acres and drops by \(\displaystyle \frac{1}{3}\) each year for \(\displaystyle n\) years. Write a formula for \(\displaystyle A\, =\, f(n)\).

I've tried 17000(1/3)^n and multiple variations of it to no avail. Could really use some help setting up the equation.
What do you mean when you say that you "tried" 17000(1/3)^n "and multiple variations of it"? What did you do with them?

Also, if the area drops by one third, how much of the area is left? ;)
 
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