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How do you solve this??
N = 3,500e^(k * 9.5)

There's two variables...

I know. Im supposed to solve for k. Does that help at least a little bit? @CalebBeavers

Hmm, start off by dividing both sides by 3500

So it would be N/3,500 = e^9.5k? @CalebBeavers

Yeah, now take natural log of both sides

So In(N/3,500) = 9.5k?

Yep, now just divide by 9.5

So In(N/3,500)/9.5 = k?

Yep =D

so it gives you the function
N = 3,500e^(kt)
?

Well it didnt give me that but i asked the question earlier and someone said to use that equation.

Hmmm. lets start over
whats the original question and all the information it gives you?

14. The exponential decay graph shows the expected depreciation for a new boat, selling for $3500, over 10 years.
Write an exponential function for the graph. Use the function to find the value of the boat after 9.5 years. @CalebBeavers

So if i plugged in 9.5 it would look like 1500 = 3500e^(3 * 9.5)?

We need to solve for e?

e is eulers number, its a constant
just solve for k in
\[\large1500=3500e^{3k}\]

Yep, now divide by 3

So is that my final answer? Or do i have to solve more of it?

Well it gives me 239.226

Ok. Sorry. My computers stupid... lol Thanks for the help and being super patient!!!