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How many years will it take for an investment of $4000 to grow to $24000 if the annual investment rate 4% compounded continuously

 Apr 8, 2016
 #1
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need help give answer if possible plz

 Apr 8, 2016
 #2
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It will take =527.74 years!!. This is the formula you would use to calculate it:

FV=PV[1 + R]^N

24,000=4,000[1 + .0408]^N. You would solve for N by taking the logs of both sides.

 Apr 8, 2016
 #3
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not right someone else try

 Apr 8, 2016
 #4
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It will actually take=44.79 years. Forget the answer of Guest #2. He/she used "months".

You can this formula to calculate it:

P=A. e^.04t

24,000=4,000 . e^.04t. You would take the logs of both sides and you would get t=44.79 years.

 Apr 8, 2016

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