A debt of $ 8500 must be paid in one year through overdue bimonthly payments with an interest rate of 18% bimonthly capitalizable.
a) Determine the amount of each payment
b) Build a depreciation table

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A debt of $ 8500 must be paid in one year through overdue bimonthly payments with...
A loan of $ 8500 is to be repaid in 25 equal monthly installments with the first one paid seven months after the loan is made. The nominal annual interest rate is 8 % compounded bimonthly. Determine the amount of the monthly payment.
Yolanda buys a computer on credit through 18 advance monthly payments of $ 1110 each, except for numerous payments 7 and 13 in which, instead of making the normal payment of $ 1110, she will make a payment of $ 2,500. If the interest rate equals 23% capitalizable each month, find the cash price of the computer. Also, get the interest paid for the financing.
Problem Set 1. A man is paying off a debt of $15,000 with regular payments of $300 at the end of each month. Annual interest is 18% compounded monthly. (a) Find the exact amount of time to at least five decimal places that it will take to pay off this loan. (b) Determine the size of the balloon payment to be made to pay off the loan at the time of the last regular payment. (c) Determine the size of...
Consider a loan of $10000 that is paid off quarterly over a period of one year. The agreed statement with the bank that the interest will be paid completely only on the last quarter. On the other hand, th first 3 principal payments from the original loan will have the same value while the last principal payment is just $1000. Calculate the dollar amount of interest and loan principal repaid corresponding to each payment if the interest rate is 10%...
The debt is amortized by equal payments made at the end of each payment interval. Compute (a) the size of the periodic payments; (b) the outstanding principal at the time indicated; (c) the interest paid by the payment following the time indicated for finding the outstanding principal; and (d) the principal repaid by the same payment as in part c. Debt Principal Repayment Period Payment Interval Interest Rate Conversion Period Outstanding Principal After: $12,000.00 7 years 1 month 9% quarterly...
1. Joanne has a $2,800 overdue debt for medical books and supplies at Joe's Bookstore. She has only $900 in her checking account and doesn't want her parents to know about this debt. Joe's tells her that she may settle the account in one of two ways since she can't pay it all now: 1. Pay $900 now and $2,300 when she completes her residency, two years from today. 2. Pay $3,700 one year after completion of residency, three years...
3. A $300,000 home loan is amortized by equal monthly payments for 25 years, starting one month from the time of the loan at a nominal rate of 7% convertible monthly. a. Find the monthly payment amount. b. Find the outstanding balance when 10 years of payments remain. c. Find the total interest paid during the last 10 years of the loan? 4. Eddie is repaying a 20-year loan of 10,000 with payments at the end of each year. Each...
A loan of $5000 is to be paid back with payments of
$500 apiece. If the interest rate charged is 6% compounded
quarterly, complete the first two rows of the following
amortization table:
Beginning Amount ofInterest for Portion toPrincipal at Balance Payment Period Principal end of Period
(Annuity payments) To buy a new house, you must borrow $150,000. To do this, you take out a $150,000, 20 year, 12 percent mortgage. Your mortgage payments, which are made at the end of each year (one payment each year), include both principal and 12 percent interest on the declining balance. How large will your annual payments be? The amount of your annual payment will be $ (Round to the nearest cent.)
A: What is the amount of the payments that Henry Winslow must make at the end of each of 8 years to accumulate a fund of $86,200 by the end of the 8th year, if the fund earns 8% interest, compounded annually? B: Morgan Hitchcock is 39 years old today and he wishes to accumulate $513,000 by his 63rd birthday so he can retire to his summer place on Lake Hopatcong. He wishes to accumulate this amount by making equal...