You have purchased a house for $400,000 and taken a loan that is to be repaid in 180 equal monthly payments beginning next month (15-year loan). The interest rate charged is 0.3% monthly. What are your monthly payments? $1,831 $2,368 $2,879 $3,086
PVOrdinary Annuity = C*[(1-(1+i/100)^(-n))/(i/100)] |
C = Cash flow per period |
i = interest rate |
n = number of payments |
400000= Cash Flow*((1-(1+ 3.6/1200)^(-15*12))/(3.6/1200)) |
Cash Flow = 2879 |
You have purchased a house for $400,000 and taken a loan that is to be repaid...
A homebuyer borrows 400,000 to be repaid over a 20 year period with level monthly payments beginning one month after the loan is made. The interest rate on the loan is a nominal annual rate of 12% convertible monthly. Find using mathematical formulas: a. the total principal paid on the loan over the first 15 years b. the total interest paid on the loan over the first 15 years
A homebuyer borrows 400,000 to be repaid over a 20 year period with level monthly payments beginning one month after the loan is made. The interest rate on the loan is a nominal annual rate of 12% convertible monthly. Find: a. the monthly payment b. the total principal paid on the loan over 20 years c. the total interest paid on the loan over 20 years d. the loan balance after 15 years e. the total principal paid on the...
Problem 2 (6 posts You took a $25.000 loan which is to be repaid in monthly equal payments over 4 years Assume the interest rate is 6% per year compounded monthly, fill out the following table accordingly, Month Amount owed at beginning of period Principal repayment
please show all steps 2. You have borrowed a loan form bank for $400,000 to finance a new house. You are required to repay the loan in 360 equal monthly payments starting at the end of month 1. The bank charges an interest rate of 3% APR, compounded monthly. (i) What is the reduction in repayment time if you decide to add $400 to each payment? What is the remaining balance of the loan after 120 payments under (ii) the...
You just purchased a $400,000 house and gave a 20% down payment. For the remaining portion, you obtained a 30-year mortgage at a 6% interest rate. A) What are the monthly payments on this mortgage? B) If the house appreciates at a 3 percent annually, what will be the value of the house in ten years? C) In ten years, how much equity will you have on this home?
10) You have just taken out an 8-year, $14,000 loan to purchase a new car. This loa is to be repaid in 96 equal end-of-month installments. If each of the monthly installments is $200.00, what is the effective annual interest rate on this car loa
You've decided to buy a house that is valued at $1 million. You have $400,000 to use as a down payment on the house, and want to take out a mortgage for the remainder of the purchase price. Your bank has approved your $600,000 mortgage, and is offering a standard 30-year mortgage at a 12% fixed nominal interest rate (called the loan's annual percentage rate or APR). Under this loan proposal, your mortgage payment will be month. (Note: Round the...
Suppose that you bought a house worth $400,000 by putting a down payment of $50.000 and by taking out a loan for the rest at an interest rate of 42% compounded montly, payable with monthly payments for 30 years. Assume the payments are due at the end of each month. a. Find your monthly payments b. Suppose that 10 years later the house was worth $460,000. How much do you still owe on the house at that point. c. And...
You have just purchased a car and taken out a $36,000 loan. The loan has a five-year term with monthly payments and an APR of 5.6%. a. How much will you pay in interest, and how much will you pay in principal, during the first month, second month, and first year? (Hint: Compute the loan balance after one month, two months, and one year.) b. How much will you pay in interest, and how much will you pay in principal,...
8. Prepare the loan amortization schedule ($15) You borrow $1,000, and the loan is to be repaid in three equal payments at the end of each of the next three years. The lender charges a 6 percent interest rate on the loan balance that is outstanding at the beginning of each year. 1) Calculate the payment the firm must repay each year. 2) Prepare the loan amortization schedule (fill all the numbers in each cell). Repayment of Remaining Principal Beginning...