Joseph and three other friends bought a $270,000 house close to the university at the end of August last year. At that time, they put down a deposit of $10,000 and took out a mortgage for the balance. Their mortgage payments are due at the end of each month (September 30, last year, was the date of the first payment) and are based on the assumption that Joseph and his friends will take 20 years to pay off the debt. Annual nominal interest is 6 percent, compounded monthly. It is now February. Joseph and his friends have made all their fall-term payments and have just made the January 31 payment for this year. How much do they still owe? Click the icon to view the table of compound interest factors for discrete compounding periods when i=0.5%. They will owe $ (Round to the nearest dollar as needed.)

A couple wishes to borrow money using the equity in their home for collateral. A loan company will loan them up to 70% of their equity. They puchased their home 10 years ago for $61,760. The home was financed by paying 20% down and signing a 30-year mortgage at 8.1% on the unpaid balance. Equal monthly payments were made to amortize the loan over the 30-year period. The net market value of the house is now $100,000. After making their 120th payment, they applied to the loan company for the maximum loan. How much (to the nearest dollar) will they receive?

Two years ago, Paul borrowed $10000 from his sister Gerri to start a business. Paul agreed to pay Gerri interest for the loan at the rate of 4% /year, compounded monthly. Paul will now begin repaying the amount he owes by amortizing the loan (plus the interest that has accrued over the past 2 years) through monthly payments over the next 5 years at an interest rate of 3% /year compounded monthly. a) Find the size of the monthly payments Paul will be required to make. b) Find the outstanding principal at the end of 3 years. (Using formula)

Greg borrows $881,000 to buy a house. His mortgage requireds 22 years of monthly payments, with the first payment due one month after the purchase date, and an annualized interest rate of 5.4%. If Greg decides to completely pay off the loan as soon as he makes payment #36, how much does he owe the bank? Assume he has made all payments on time leading up to this point. Enter your answer as a positive number, and round to the nearest dollar.

Tom Burke bought a home in Virginia for $160,000.  He puts down 25% and obtains a mortgage for 30 years at 8%.  What is Tom's (A) monthly payment, as well as (B) the total interest of the loan?

Jan sold her house on December 31 and took a $25,000 mortgage as part of the payment. The 10-year mortgage has a 10% nominal interest rate, but it calls for semiannual payments beginning next June 30. Next year Jan must report on Schedule B of her IRS Form 1040 the amount of interest that was included in the two payments she received during the year. a. What is the dollar amount of each payment Jan receives? Round your answer to the nearest cent. $ b. How much interest was included in the first payment? Round your answer to the nearest cent. How much repayment of principal was included? Do not round intermediate calculations. Round your answer to the nearest cent. $ How do these values change for the second payment? I. The portion of the payment that is applied to interest declines, while the portion of the payment that is applied to principal increases. II. The portion of the payment that is applied to interest increases, while the portion of the payment that is applied to principal…

Jan sold her house on December 31 and took a $50,000 mortgage as part of the payment. The 10-year mortgage has a 12% nominal interest rate, but it calls for semiannual payments beginning next June 30. Next year Jan must report on Schedule B of her IRS Form 1040 the amount of interest that was included in the two payments she received during the year. a. What is the dollar amount of each payment Jan receives? Round your answer to the nearest cent.$    b. How much interest was included in the first payment? Round your answer to the nearest cent.$     How much repayment of principal was included? Do not round intermediate calculations. Round your answer to the nearest cent.$     How do these values change for the second payment? 1. The portion of the payment that is applied to interest declines, while the portion of the payment that is applied to principal increases. 2. The portion of the payment that is applied to interest increases, while the portion of the payment that is applied to…

Kim borrowed money from a bank to buy a fishing boat. He took out a personal, amortized loan for $18,500 , at an interest rate of 5.9%, with monthly payments for a term of 6 years Find Joe's monthly payment. (b) If Joe pays the monthly payment each month for the full term, find his total amount to repay the loan. (c) If Joe pays the monthly payment each month for the full term, find the total amount of interest he will pay.   Please answer all subparts with explanation. I will really upvote. Thanks

Jan sold her house on December 31 and took a $45,000 mortgage as part of the payment. The 10-year mortgage has a 10% nominal interest rate, but it calls for semiannual payments beginning next June 30. Next year Jan must report on Schedule B of her IRS Form 1040 the amount of interest that was included in the two payments she received during the year. a. What is the dollar amount of each payment Jan receives? Round your answer to the nearest cent. $ b. How much interest was included in the first payment? Round your answer to the nearest cent. $ How much repayment of principal was included? Do not round intermediate calculations. Round your answer to the nearest cent. $ How do these values change for the second payment? I. The portion of the payment that is applied to interest declines, while the portion of the payment that is applied to principal increases. II. The portion of the payment that is applied to interest increases, while the portion of the payment that is applied to principal…

When she was 6 years old, Jane’s parents set up an annuity for her college education, with the first payment deferred for 12 years until she reached the age of 18. The annuity, rated at 6%, compounded semi-annually, will pay $8,000 at the end of every 6 months for the 4 year period of her college education.  a) Find the number of payment periods (N) Find the number of deferment periods (k) c) Find the Present Value of this annuity, i.e., what lump sum payment must Jane’s parents invest (at t = 0 ) to start the account [Find A(N,k)]