You are paying a series of five constant-dollar (or real-dollar) uniform payments of $1,267.55 beginning at the end of first year. Assume that the general inflation rate is 28.73% and the market interest rate is 28.73% during this inflationary period. The equivalent present worth of the project is: Enter your answer as follow: 1234.56

A machine that has been used for one year has a salvage value of $16,000 now which will drop by $1,000 per year. The maintenance costs for the next two years are $4,000 and $4,000. All the above values are expressed in real terms. It is also known that market interest rate over next 2 years will be 8% while expected inflation is 2% per year. Define the equivalent annual cost of the machine over 2 years in today's dollars. (Present your answer in dollars without $ sign and with 2 decimal places)

A company is considering buying a cnc machine. in todays dollars the maintenance cost for the machine( paid at the end of each year) will be 25,000 26,000 27,000 29,000 32,000 for years 1 to 5. The general inflation rate is estimated to be 7% per year, and the company will receive 14% return (interest) per year on its invested funds during the inflationary period. The company wants to pay for maintenance expenses in equivalent equal payments( in actual dollars) at the end of the 5 years. Find the amount of the companys payments. The amount of the companys payment us $ thousand (round to the nearest thousand)

Today you borrowed $90,000 from a bank at an interest rate of 10.25%, compounded monthly. You are supposed to repay the loan and its interest charges in equal monthly payments over a 15-year period, with the first payment in a month from now. The estimated annual inflation rate is 6%, compounded monthly.(a) What is the amount of your monthly payments?(b) What is the bank's real effective annual rate of return on this deal after taking inflation into account?