College Algebra: reviewing for Final Exam!! If $2500 is invested in the account that pays interest compounded continuously at a rate of 4%, how long will it take to double the investment?
I know the compounded continuously formula is \[A=Pe ^{rt}\] However, I don't know what to do next.
do the formula then multiply it by two cause its asking for double the investment
So, once I plug it in, it would look like this? \[A=2500e ^{0.04t}\]
yes then you continue with the rest of the formula and after you get the answer multiply by 2
That's the thing, I don't know how to continue from there. Is the next step this? \[2500=e ^{0.04t}\]
so whats t
I have no idea
then after that you would multiply them to 2500
It didn't tell me what t was
t would be 2 because it wants to know the double the investment
ooohhh
yea
I think I'm solving it wrong because I'm getting 2,708
what is the numbers you pluged in
I clicked 0.08, then e^x times 2500 on my calculator.
you would multiply the 0.04 by 2500 then the answer by 2
Wouldn't that be 200?
i got 2,708 to is it a multi choice or something
The answer is suppose to be 17.3 years. I'm trying to find out how to solve the problem to get 17.3
work the problem backwords but using the answer to get the numbers that you use to plug in the formula
Not sure how to do that.
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