A 15 year loan of $1000 is repaid with payments at the end of each year. Each of the first ten payments is 120% of the amount of interest due. Each of the last five payment is $X. The lender charges interest at an annual effective rate of 8%. Calculate X.
A 15 year loan of $1000 is repaid with payments at the end of each year....
1. A $12,000 loan is being repaid with $1000 payments at the end of each year for as long as necessary, plus a smaller payment one year after the last $1000 payment. The first payment is due one year after the loan is taken out, and the effective annual interest rate is 6%. Calculate the balance on the loan immediately following the ninth payment
A 10-year loan of 2000 is to be repaid with payments at the end of each year. It can be repaid under the following two options: (i) Equal annual payments at an annual effective interest rate of 5%. (ii) Installments of 200 each year plus interest on the unpaid balance at an annual effective interest rate of i. The sum of the payments under option (i) equals the sum of the payments under option (ii). Calculate i.
Problem 3. A loan of $10,000 is being repaid with payments of $1,000 at the end of each year for 20 years. If each payment is immediately reinvested at 5% effective, find the effective annual rate of interest earned by the lender over the 20-year period.
QUESTION 4 You are given two loans, with each loan to be repaid by a single payment in the future. Each payment includes both principal and interest. The first loan is repaid by a 3000 payment at the end of four years. The interest is accrued at an annual nominal rate of discount equal to 5% compounded semiannually. The second loan is repaid by a 4000 payment at the end of five years. The interest is accrued at an annual...
A loan of 16,000 is repaid by 8 annual payments starting 1 year after the loan is made. The amount of the first 2 payments is X and the amount of the last 6 payments is 2X. The effective annual interest rate is 6%. Find: a. X. b. OB7 providing formulas for both the retrospective and prospective calculation approaches.
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 is repaid with equal annual payments of $350 at the end of each year for 10 years. AEIR=5% for the first five years and 8% thereafter. What must have been the amount of this loan?
8. Prepare the loan amortization schedule ($15) You borrow $1,000, and the loan is to be repaid in three equal payments at the end of each of the next three years. The lender charges a 6 percent interest rate on the loan balance that is outstanding at the beginning of each year. 1) Calculate the payment the firm must repay each year. 2) Prepare the loan amortization schedule (fill all the numbers in each cell). Repayment of Remaining Principal Beginning...
8. Prepare the loan amortization schedule ($15) You borrow $1,000, and the loan is to be repaid in three equal payments at the end of each of the next three years. The lender charges a 6 percent interest rate on the loan balance that is outstanding at the beginning of each year. 1) Calculate the payment the firm must repay each year. 2) Prepare the loan amortization schedule (fill all the numbers in each cell). Beginning Amount Repayment of Principal...
A loan is repaid with annual year-end payments of 15,000. The effective rate of interest is 3%. How much interest is paid in the final payment? Note: you are not given the original amount of the loan nor are you given the number of payments. This problem, however, can be solved.