Three years ago Jake borrowed R7 500 from Martha. The condition was that he would pay her back in seven years’ time at an interest rate of 11,21% per year, compounded semi-annually. Six months ago he also borrowed R25 000 from Martha at 9,45% per year, compounded monthly. Jake would like to pay off his debt four years from now. (a). The amount of money that Jake will have to pay Martha four years from now is (b). After seeing what he must pay Martha, Jake decides to reschedule his debt as two equal payments: one payment now and one three years from now. Martha agrees on condition that the new agreement, that will run from now, will be subjected to 10,67% interest, compounded quarterly. The amount that Jake will pay Martha three years from now is


Three years ago Jake borrowed R7 500 from Martha. The condition was that he would pay...
Part1: The Boxing Fund must pay an old boxer R18 000 every three months indefinitely. Money is worth 11.4% per year, compounded quarterly. What is the opening balance? Part2: If the boxer decides to reschedule his compensation in three payments; the first payment now, the second payment twice the size of the first payment four years from now, and the third payment three times the size of the first payment nine years from now. The Boxing fund agrees on condition...
Two debts, the first of $1900 due three months ago and the second of $1300 borrowed two years ago for a term of four years at 8.6% compounded annually, are to be replaced by a single payment one year from now. Determine the size of the replacement payment if interest is 7.5% compounded quarterly and the focal date is one year from now. The size of the replacement payment is $ (Round to the nearest cent as needed. Round all...
1.Four years ago a person borrowed $15,000 at an interest rate of 10% compounded annually and agreed to pay it back in equal payments over a 10 year period. This same person now wants to pay off the remaining amount of the loan. How much should this person pay? Assume that she has just made the 3rd payment. 2.What is the accumulated amount resulting from a series of equal yearly deposits of $1,000 for 6 years if the interest rate...
Someone borrowed 20,000 euros and agreed to pay off his debt after 7 years. At the end of the 3rd year he gives the lender 5,000 euros. What is the amount he is going to pay at the end of year 7, if the loan is compounded at an annual interest rate of 6%?
2. Six months ago John borrowed $1300 and agreed to pay $550 and $750 three and eight months from the date of the agreement. With each payment John agreed to pay simple interest at the rate of 6.5% pa John wasn't able to make any payments, and wants to settle his debt in a single payment 2 months from now. What payment should it be if money can earn 3.5%?
Your brother-in-law borrowed $2,000 from you 4 years ago and then disappeared. Yesterday he returned and expressed a desire to pay back the loan, including the interest accrued. Assuming that you had agreed to charge him 10%, and assuming that he wishes to make five equal annual payments beginning in one year, how much would your brother-in-law have to pay you annually in order to pay off his debt? (Assume that the loan continues to accrue interest at 10% per...
Two debts, the first of $1200 due nine months ago and the second of $1000 borrowed one year ago for a term of four years at 9.4% compounded annually, are to be replaced by a single payment one year from now. Determine the size of the replacement payment if interest is 8.5% compounded quarterly and the focal date is one year from now The size of the replacement payment is $0 (Round to the nearest cent as needed. Round all...
James King bought a house three years ago that cost $750,000. James put up 20% deposit and borrowed the rest from FC Bank at a rate of 7.2% per annum, compounded monthly, for 10 years. Three months ago, FC Bank notified James that after the last monthly payment for the third year, the interest rate on his loan will increase to 9.6% per annum, compounded monthly, in line with market rates. Also, from the fourth year of his loan James...
13-19 odd please
13. A $10,000 loan is to be amortized for 10 years with quarterly payments of $334.27. If the interest rate is 6% compounded quarterly, what is the unpaid balance immediately after the sixth payment? 14. A debt of $8000 is to be amortized with 8 equal semi- annual payments of $1288.29. If the interest rate is 12% compounded semiannually, find the unpaid balance immediately after the fifth payment. 15. When Maria Acosta bought a car 2 years...
Joe secured a loan of $11,000 three years ago from a bank for use toward his college expenses. The bank charges interest at the rate of 3%/year compounded monthly on his loan. Now that he has graduated from college, Joe wishes to repay the loan by amortizing it through monthly payments over 12 years at the same interest rate. Find the size of the monthly payments he will be required to make. (Round your answer to the nearest cent.)