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Mathematics 11 Online
OpenStudy (bacon):

What is the interest earned and amount due on a principal of $1080 at an interest of 4.1%/year for 60 months? Round the answer to the nearest cent.

OpenStudy (anonymous):

This is exponential gain... different stuff than the simple % increase or discount

OpenStudy (bacon):

oh

OpenStudy (bacon):

can you do it?

OpenStudy (anonymous):

I'm not even sure I understand it, at least as written. Usually, if you have principal invested, it pays interest ("interest earned"). Or, a loan like a car loan is 60 months at some rate, and you have to make payments that include payments on principal and payments of interest (but you don't "earn" interest on a loan)

OpenStudy (anonymous):

I assume you just copied the problem... any idea what they meant?

OpenStudy (bacon):

yeah i copied it

OpenStudy (bacon):

i can show you the answers

OpenStudy (anonymous):

You also need to know whether you are paying once at the end of 60 months or paying annually or paying monthly.

OpenStudy (bacon):

thats what i don't understand

OpenStudy (bacon):

oh its at the end of each year

OpenStudy (anonymous):

is it a loan? At the end of a year, if you borrowed $1080 at 4.1%, you would owe 0.041 * 1080 in interest for year 1, plus you would owe 1/5 of the principal back (since you would be making 5 payments over the loan, one at the end of each year).

OpenStudy (bacon):

here i'll skip this one and see what it says later

OpenStudy (anonymous):

If the interest was totaled up at the end of the year, and if you paid that interest, then nothing compounds into year 2... at the end of year 2, calculate 0.041 * (1080 - (1/5)1080)... pay the interest for year 2 plus (1/5) of the original 1080.

OpenStudy (anonymous):

skipping = good choice :)

OpenStudy (bacon):

LOL

OpenStudy (anonymous):

Compound interest examples: http://math.about.com/library/weekly/aa042002a.htm

OpenStudy (anonymous):

However, the way this one was written, it might NOT be compounding... if you pay the interest as you go, nothing compounds.

OpenStudy (anonymous):

I need to run... sorry to bail out. Good luck reviewing and on the test :)

OpenStudy (bacon):

the answer for this one is $221.40; $1301.40

OpenStudy (anonymous):

that is basically (0.041 x 1080) + 1080 So, it means, interest at 4.1% on the full 1080, plus the original 1080. Interest is 221.40, total due is the full loan plus 1 year of interest = 1301.40

OpenStudy (anonymous):

makes sense, just hard (at least for me) to get that interpretation from the problem Ok, now I gotta go :) Good luck again.

OpenStudy (bacon):

thanks for all the help!!!!!!!!!!!!!!!!!

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