Suppose that you took out a loan with a principal of $24,680. To pay off the principal and the interest, you made quarterly payments of $1,382 for six years. Furthermore, you paid a service charge of $396. What was your total finance charge?
If you make quarterly payments for 6 years, how many payments is that ?
thats every 3 ,months right?
yes
288
quarterly means 4 times a year (every 3 months, as you said) if you make 4 payments in one year, how many in 6 years ?
ohh lol 24
yes 24 payments (I am wondering what logic got you to 288... I hope you fix the "bug" in your thinking on that) if you make 24 payments, and each payment is $1,382 how much money do you pay out all together ?
$33168
plus service charge = 33564
haha lol i did six times four times twelve lol
yeah 33168 plusservice charge
ok. total out is 33564 the finance charge is the amount over the original $24,680
so i add those numbers ?
think about it. If you borrowed 24680 and then paid back 24680 a year later, they did not charge anything (no service charge) if you borrowed 24680 and paid back 24681 then you paid them back the original plus an extra $1. the extra $1 is the service charge. what about here?
a. $396 b. $8,488 c. $8,884 d. $8,292
these are the answer choices
the finance charge is the amount over the original $24,680
thank u cutie !!
$33168-($24680+$396)=$8884
You are considering taking out one of two loans. Loan R has a principal of $17,550, an interest rate of 5.32% (compounded monthly), and a duration of seven years. Loan S has a principal of $15,925, an interest rate of 6.07% (compounded monthly), and a duration of nine years. Assuming that you pay back each in monthly intervals, which loan will have a greater lifetime total, and how much greater will it be? Round all dollar values to the nearest cent.
oh wait.. if phi said total out is $33564 then subtract ($24680+$396=$25076) = $8488
ohh lol thanks
could u help me with the second question
oh and 8488 was wrong
8884 is wrong it seems
8488 is what i get
8884 might be correct
i'm not sure phi seems to confused me
33564-24680=8884
yeah me to lol .. i will try 8884 and let u kno
what about the second one ?? any idea ?
Loan R: $17,550(1+0.0532/12)^12*7=$25,447.84071 Loan S: $15,925(1+0.0607/12)^12*9=$27,462.27 Loan S-Loan R: $27,462.27-$25,447.84071=$2014.43 (amount greater) So loan S would have a greater amount lifetime total, and be greater by $2014.43.
yes n thank u !! and th 8884 was the right answer for that other question
there's answers?
no it was a test
oh
yeah lol thanks .. im doing personal loans
oh
could u help me ?
Join our real-time social learning platform and learn together with your friends!