you put $1975 down and $499 payments for 24 months what is the total amount?
482449
Total amount of payments is $13951.00
368007
$74.00\n$74.00\nsubtotal - $148.00\nTax - $7.40\n\nTotal - $155.40
720450
Starting with $2000 at .026% per month compounded monthly for 12 months equals........ 6.77 for the year. 6.77 divided by 2000 equals .3385% APR. Interest rate at .026% per month multiplied by 12 month equals a .312% yearly rate.\n\nBut I could be wrong
981490
depends on your interest rate...\n\nassuming 6%,your monthly payment would be $1708.72 if the loan began on the 1st of any given month.\n\nuse bankrates Loan Calculator at:\n\nhttp://www.bankrate.com/brm/popcalc2.asp
9904
when you can get lower payments
75519
0.24 cents in last quarter, due to this below limit amount, we've had to deduct $5 in maintenance fees of the account every month.\n\nYour total account now is -$9.46.
724718
Amount after 1st 6 months \n= $ 2000 + 7%/2 of $2000\n= $2000(1 + 0.035)\n= $2000(1.035)\nAmount after 2nd six months \n= $2000(1.035) + 7%/2 of  $2000(1.035)\n= $2000(1.035)²\n= $2142.45
70181
I'm trying to do this like a basic math question, so forgive me if I do end up giving you the wrong answer. Firstly, I'm assuming that you're going to pay the deposit payment first right? Plus I hope that DP means deposit payment, because if I'm wrong you can just ignore what I typed below. I also assume that your 18% yearly interest would be divided into 12 months payment. Okay! We start!\nFirst, you minus the deposit payment of 144,000 out of the total price of 720,000, leaving you the balance of 576,000. This was already confirmed in your question. \nNext, you have to deduct the amount you pay for the first year, which is a total of 9,600 x 12 = 115,200. When you deduct 115,200 from 576,000, you get 460,800 left. With me so far? Okay, we'll move on...\nNow you have four years left to pay up, so basically you divide the balance of 460,800 between the four years. You'll get 115,200 per year. \nNow remember the 18% interest per year? You'll find that if you apply 18% interest per month, you'll get the same amount as calculated per year. So let's stick to calculating per month, shall we?\nRemember the 115,200 you have to pay each year? Now divide that amount by twelve (months) and then times the answer with 118%. Yes, 118%. \n(If you prefer using 18% and then adding that to the month's original payment, that's also fine. But it's the long way round)\nMeaning:\n(115,200 / 12 ) x (118 / 100) = 11328\nSo this means that you have to pay 11328 per month (interest already included)for the next four years. Got it?
83260
$14.99 per month\n3 months - $41.85 (the equivalent of $13.95 per month)\n6 months - $77.70 (the equivalent of $12.95 per month)\n12 months - $143.40 (the equivalent of $11.95 per month)
879103
multiply amount owed(pay off) by % and add. subtract that amount from the original amount. if I am understanding you correctly.
279991
I'm not sure, but you should check the fine print on the credit card application/disclosure. It will state what the minimum payment is. Normally around 3-5% of your balance.
617540
18600 one year, compounded semiannually @7.5%\n\n=\n\n18600 *1.0375^2\n\n$20021.16\n\n\n\nsecond ques.\n\nx * 1.38 <=230\nx <=203/1.38\nx <=166.67\nmax price  = 166/67
89953
go to http://mypay.dfas.mil\n\nGoes straight to finance--even retired
790118
Why do people respond when they do not know what they are talking about.  Of the first 4 answers, only one was correct.\n\n$10,000 * 5% = $500 (for a full year)\n\n$500 * 6 months/12 months = $250
214693
The annual return would be (1 + MonthlyRate)^12 - 1 (where ^12 means to the 12th power).  Componding monthly.\n\nSo, if you had a 1.0% monthly return, that would be 12.683% annual return.
118528
You didnt say whether you wanted your initial investment back. That is (a) do you want to receive $1600 per month which includes interest and repayment of capital? Like an annuity. Or (b) do you want $1600 per month interest and then repayment of your investment capital at the end of 3 years? \n\nFor (a) you'd need $50,000 and for (b) $192,000\n\nAlso I have presumed by 10% you mean per annum rather than for the whole term.
490808
$5,874.75\n\n$63000 x 37.3% / 4