Scheduled payments of $800 due two months ago and $1200 due in one month are to be repaid by a payment of $1000 today and the balance in three months. What is the amount of the final payment if the simple interest rate is 7.75% p.a and the focal date is one month from now?
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Scheduled payments of $800 due two months ago and $1200 due in one month are to be repaid by a payment of $1000 today and the balance in three months. What is the amount of the final payment if the simple interest rate is 7.75% p.a and the focal date is one month from now?
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- A payment stream consisting of $1807 due (but not paid) 9 months ago, and $4042 due in 8 months is to be replaced with the following equivalent set of payments: an unknown payment due today, and a payment of $1727 due in 17 months. What is the amount of the payment due today if the rate of simple interest is 4.28% ? Give your answer rounded to the nearest cent and use today as the focal date.Suppose that one has a bank loan for P15,584.48, which is to be repaid in equal end-of-month installments for 9 years with a nominal interest rate of 0.114 compounded monthly. What is the amount of each payment?A loan of $4,000 is to be repaid by two payments of $1,500 due in three and eight months. A third unknown payment is due in thirteen months. What should be the size of the third payment if an interest rate of 6% is charged on the loan? Use today as the focal date.
- What would the required payment be on a K1,000 loan that is to be repaid in three equal installments at the end of each of the next three years if the interest rate is 10%?ASS000 payment is scheduled for six months from now. If money is worth 6.75%, calculate the payment's equivalent values at two-month intervals beginning today and ending one yea from now.1. A loan of $2000 taken out today is to be repaid by a payment of $1200 in six months and a final payment of $1000. If interest is 10% compounded monthly, when should the final payment be made?
- Scheduled payments of $338, $859, and $1011 are due in one year, four years, and six years respectively. What is the equivalent single replacement payment two-and-a-half years from now if interest is 5.4% compounded monthly?Payments of $657 and $1000 due 2 years ago and today respectively are to be replaced by two $1000 payments. If the first of the two $1000 payments is due in one year, and the interest rate is 3.6% compounded monthly, then to the nearest month, in how many months is the second $1000 payment due? Use 1 year from today as vour focal datoAnswer the given problem below. Attach a complete solution. A loan of P5000 is made for a period of 13 months, from January 1 to January 31 the following year, at interest rate of 20%. What future amount is due at the end of the loan period for an (a) ordinary and (b) exact interest rate?
- A payment stream consists of a payment of $1600 today, a payment of $2400 in 3 months, and a payment of $2600 in 21 months. What is the fair market value of this payment stream 18 months from today? Assume a compound interest rate of 6.5% compounded quarterly. Today + $1600 FV1 = $ PV3 = $ Start by calculating the following values on the time diagram: FV2 = $ 3 Months The fair market value of this payment stream is: Total = $ Time Value of Money Solver $2400 Enter the given values. 0 N: = 0 Number of Payment Periods 1:% = 0 Annual Interest Rate as a Percent PV: = Present Value PMT: = 0 Payment FV: = Future Value P/Y: 0 12 V Payments per Year C/Y: 12 V Compounding Periods per Year PMT: = END € Solve Solve Solve Solve 18 Months Solve FV2 FV1 + PV3 Total 21 Months $2600A loan of $7000 is to be repaid by three equal payments one and a half year from now, three years and four and three quarter years from now respectively. What is the size of the equal payments if interest on the debt is 15% compounded quarterly ? Use six decimal places for intermediate calculations and round the final answer to 2 decimal places (e.g., 0,00) Be sure to show the tinancial calculator inputs for PY, I, PV, CY, N, FV and PMT on the document that you will hand in at the end of the test. Show the work for each calculation (required). Include a timeline if desired (optional)A loan of $10, 000 today is to be repaid by annual payments of $800 to commence one year from now and continue thereafter for as long as necessary. The effective rate of interest is 6%. Compute the amount of the final payment if it is to be larger than the regular payments.
