Formulas for interest Interest

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Homework Help Overview

The discussion revolves around calculating interest, specifically focusing on a problem involving $5000 at 9% interest over 6 years. Participants are exploring the appropriate formulas for both compound and simple interest.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • The original poster attempts to apply the compound interest formula but questions its accuracy and the method of plugging in values. Other participants clarify the correct formula and discuss different interpretations of the interest type (e.g., annual vs. monthly compounding).

Discussion Status

Participants are actively engaging with the formulas and questioning the assumptions regarding the type of interest. Some have provided alternative methods for remembering the formulas, while others are seeking clarification on the specifics of the problem setup.

Contextual Notes

There is uncertainty regarding whether the interest is simple or compounded, and how frequently it is compounded, which affects the calculations. The original poster mentions using a financial calculator, suggesting a potential difference in approach or interpretation of the problem.

cracker
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Today I was watching my sister do her Financial homework and I tryed to do one of them problems it said something about haveing 5000 bucks at 9% interest for 6 years and you had to find how much you would have.

And so I tryed to use the compound interest formula P=A(1+(r/n)^rt but we both got totally different anwers. She did it on a standar issued financial caculator.

So is that the formula for compound interest? P=A(1+(r/n)^rt. And is this how you plug it in? P=5,000(1+(.09/6)^(.09*6)

Also what are other interest raletaed equations and state what goes in the variables.

All the other ones that I know are:

Compound Interest: P=A(1+(r/n)^rt

Compound Interest Continusly: P=e^rt

Rule of 72

Rule of 82

Simple Interest: You don't really need a formula for this one, all that happens is that your you only earn interest on your original amound earns interst.
 
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The formula for compound interest is: [tex]P(1+\frac{r}{n})^{nt}[/tex] not [tex]P(1+\frac{r}{n})^{rt}[/tex] So:

[tex]A = 5000(1+\frac{0.09}{1})^{6} = 8385.5[/tex], assuming that it is returned once per year.
 
Last edited:
I never remember the compound interest formula. I just express a 9% increase as 1.09. Then the answer just becomes [tex]5000(1.09^6)[/tex]

I just find this method easier to remember tbh..although it's basically the same thing.
 
Last edited:
That's assuming it is compounded annually. Surely the problem said something more than just "5000 bucks at 9% interest for 6 years". Didn't it say something like "simple interest" or "compounded monthly", "compounded annually", etc.?
 

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