Three debts, the first for $1720 due four months ago, the second for $1315 due in 5 months, and the third for $1640 due in 7 months, are to be paid by a single payment today. How much is the single payment if money is worth 7.5% p.a. and the agreed focal date is today?
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- If Bergen Air Systems takes out a $100,000 loan, with eight equal principal payments due over the next eight years, how much will be accounted for as a current portion of a noncurrent note payable each year?A debt can be repaid by payments of $3125.00 today, $2770.00 in two and half years and $4600.00 in six years. What single payment would settle the debt four years from now if money is worth 10.48% p.a. compounded semiannually?A loan of $2766 borrowed today is to be repaid in three equal installments due in two years, three years, and six years, respectively. What is the size of the equal installments if money is worth 7.7% compounded annually? The payments are each $ ☐ (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.)
- A debt of 4,400 with interest at 2.5% payable semi annually will be discharged by payment of 600 at the end of each 7 periods as long as necessary, with a final smaller payment of 7 periods after the last 600 is paid due to COVID19. How much will be the beginning amount after the last period? How much will be the final payment after the last period? How much will Be the interest after the last period? Give the amortization schedule containing the period, beginning amount, payment, interest, repayment and ending balance. Show the solution.. A debt of P100,000 is to be discharged by ten semi-annual payments, the first to be made 6 months after the loan is given. The debt will be discharged by 5 equal payments each P10,000 and by 5 other equal payments of such amount that the final payment will liquidate the debt. If interest is 12% compounded semi-annually, what is the amount of the last 5 payments? Construct an amortization schedule.A debt of 8,800 with interest at 5% payable semi annually will be discharged by payment of 1,200 at the end of each 8 periods as long as necessary, with a final smaller payment of 8 periods after the last 1200 is paid due to COVID19. How much will be the beginning amount after the last period? How much will be the final payment after the last period? How much will ve the interest after the last period? Give the amortization schedule containing the period, beginning amount, payment, interest, repayment and ending balance. Show your solution, dont use excel
- A debt can be repaid with payments of $7186 today, $15143 in 2 years and $17812 in 5 years. What single payment will settle the debt 3 years from now if interest is 14.6% compounded quarterly?Two debts, the first of $1100 due nine months ago and the second of $1700 borrownd one year ago for a term of four years at 6.9% compounded annuall, are to be replaced by a single payment one year from now. Determine the sze of the replacement payment if interest is 6.1% compounded quarterly and the focal date is one year from now. The size of the replacement payment is S3159.34 (Round to the nearest cent as needed. Round all intemediate values to six decimal places as needed.)A owes P30,000 in 5 months with interest at 7% and another P14000 is due in 11 months with interest at 9%. These two debts are to be replaced with a single payment due in 9 months. Determine the value of the single payment if money is worth 6.5%, using the end of 9 months as the focal date.
- Debt payments of $1,800 due today and $1,200 due in 210 days are to be combined into a single payment to be made 80 days from now. What is the single payment, if money is worth 9% and the agreed focal date is 80 days from now?A debt of $17,000 is being repaid by 17 equal semiannual payments, with the first payment to be made six months from now. Interest is at the rate of 7% compounded semiannually. However, after two years, the interest rate increases to 8% compounded semiannually. If the debt must be paid off on the original date agreed upon, find the new semiannual payment. The new semiannual payment is $. (Round the final answer to the nearest dollar as needed. Round all intermediate values to six decimal places as needed.)Two debts, the first of $1900 due three months ago and the second of $1600 borrowed two years ago for a term of five years at 7.3% compounded annually, are to be replaced by a single payment one year from now. Determine the size of the replacement payment if interest is 6.4% compounded quarterly and the focal date is one year from now. The size of the replacement payment is $ (Roundtothenearest centas needed. Round all intermediate values to six decimal places as needed.) ..
