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Algebra 18 Online
OpenStudy (anonymous):

Find the effective rate of return on an invest that earns 4.5% compounded quarterly. AND Find the effective rate of return on an invest that earns 7% compounded monthly. so simple that I am super confused

OpenStudy (anonymous):

me too :DD

OpenStudy (anonymous):

Do you know the compound interest formula

OpenStudy (anonymous):

A=P(1+(R/N))^(N*T)

OpenStudy (anonymous):

Yes now just plug your numbers in

OpenStudy (anonymous):

A is the ending amount, P is the principal, or starting amount, R is the interest rate (expressed as decimal), and N is the number of times per year it's compounded (4 if quarterly, 12 if monthly etc.) and T is time of investment in years... but plug in what numbers? All i am given is the rate.

OpenStudy (anonymous):

You can put in the numbers for corresponding variables the. Solve for another variables that you are not given

OpenStudy (anonymous):

That's the way I would go about it but it may not be exactly what you are being asked

OpenStudy (anonymous):

? still confused. here is the full question. Find the effective rate of return on an invest that earns 7% compounded monthly. First, express your answer as a decimal and NOT as a percentage. For example enter .085 for 8.5%. Enter your answer as a calculation or as a number but be sure to include at least FIVE decimals. and the answer is not .085...

OpenStudy (anonymous):

I mean the answer is not .07

OpenStudy (anonymous):

Not 100% sure how to do this but the best thing that you can do is go to Kahn academy type in rate of return compound interest then you can watch a short video explaining how to do rate of return . Sorry it's the best thing I can do but it always helps me when I'm stuck

OpenStudy (anonymous):

^totally, I'm a math video junkie as well. I've tried finding a video for this one, and I keep finding really long accounting videos that don't really apply. I'll keep looking, thanks for the help.

OpenStudy (radar):

Use the formula for "effective interest rate"|dw:1391978238857:dw|

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