Equivalent equal monthly payment series in constant dollars
= Actual dollars (1+0.0025)-60 = 1245.51(1+0.0025)-60 = 1245.51 * 0.861 = $1072.38
suppose that you borrow $60,000 at 9% compounded monthly over five years. Knowing that the 9%...
3. Park 4.11 A 10-year $1,000 bond pays a nominal rate of 9% compounded semi-annually. If the market interest rate is 12% compounded annually and the general inflation rate is 6% per year, find the actual- and constant-dollar amounts (in time-0 dollars) of the 15th interest payment on the bond.
In order to buy a car, you borrow $33,000 from a friend at 8%/year compounded monthly for 4 years. You plan to repay the loan with 48 equal monthly payments. What is the remaining balance after the 37th payment?
In order to buy a car, you borrow $35,000 from a friend at 12%/year compounded monthly for 4 years. You plan to repay the loan with 48 equal monthly payments. a. How much are the monthly payments? b. How much interest in in the 23rd payment? c. What is the remaining balance after the 37th payment?
11.9 The purchase of a car requires a $25,000 loan to be repaid in monthly installments for four years at 9% interest compounded monthly. If the general inflation rate is 4% compounded monthly, find the actual-and constant-dollar value of the 20th payment.
Suppose you are a mortgage lender. You have determined that the maximum monthly mortgage payment the borrow can afford is $1200 for 30 years. Given you want to earn a 6.5 percent rate of return per year compounded monthly, what is the most you are willing to lend the borrower? Show work and what did you do
Suppose you need to borrow money. Bank X charges 10.000% compounded monthly on its loans; Bank Y charges 10.300% semiannually; Bank Z charges 10.550% compounded annually. Which bank is best for you?
Suppose you invest $120 a month for 8 years into an account earning 9% compounded monthly. After 8 years, you leave the money, without making additional deposits, in the account for another 21 years. How much will you have in the end? Suppose instead you didn't invest anything for the first 8 years, then deposited $120 a month for 21 years into an account earning 9% compounded monthly. How much will you have in the end? Get help: Video
You borrow $80,000. You make monthly repayments over the next three years at a monthly interest rate of 3%. What is the amount of each monthly repayment? a) $3,664.30 b) $28,282.43 c) $2,326.50 d) $26,800.11
Q.7. Suppose that an oil well is expected to produce 1,200,000 barrels of oil during its first production year. However, its subsequent production (yield) is expected to decrease by 9% over the previous year's production. (a) Suppose that the price of oil is expected to be $120 per barrel for the next five years. What would be the present worth of the anticipated revenue trim at an interest rate of 10% compounded annually over the next five years? (b) Suppose...
Q) You borrow $85,000. You make monthly repayments over the next three years at a monthly interest rate of 3%. What is the amount of each monthly repayment? a. $30,050.08 b. $1,343.32 c. $3,893.32 d. $2,361.11