Borrow $5,000,000 from a bank quoted an annual interest rate of 3.8%, do monthly payments during the payback period of 6 years.  Find periodic and annual payments, also cumulative interest and cumulative principal.

You deposit $2000 in an account that pays 7% interest compounded semiannually. After 2 years, the interest rate is increased to 7.52% compounded quarterly. What will be the value of the account after a total of 4 years? i Click the icon to view some finance formulas. The value of the account will be $ (Round to the nearest dollar as needed.)

You would like to contribute to a savings account over the next three years in order to accumulate enough money to take a trip to Europe. Assume an interest rate of 20%, compounded quarterly. How much will accumulate in three years by depositing $560 at the beginning of each of the next 12 quarters? Note: Use tables, Excel, or a financial calculator. Round your final answers to nearest whole dollar amount. (EV of $1. PV of $1. EVA of $1. PVA of $1. FVAD of $1 and PVAD of $1) Table, Excel, or calculator function Payment: Future Value: n= FVAD of $1 $ 560 12 5.0%

A borrower can obtain an 80% loan with an 8% interest rate and monthly payments. The loan is to be fully amortized over 25 years. Alternatively, he could obtain a 90% loan at an 8.5% rate with the same loan term. The borrower plans to own the property for the entire loan term. solve with finanical calucltor  What is the incremental cost of borrowing the additional funds? How would your answer change if 2 points were charged on the 90% loan? Would your answer to part (b) change if the borrower planned to own the property for only 5 years?

You just opened a brokerage account, depositing $4,500. You expect the account to earn an interest rate of 8.57 % . You also plan on depositing $3,000 at thenend of years 5 through 10. What will be the value of the account at the end of 20 years, assuming you earn your expected rate of return?

Suppose you want to save $220,000 for retirement. You will do so by putting monthly deposits into an account that gets 5% interest compounded monthly for 30 years. What should your monthly deposits be? Round your answer to the nearest cent and include units. Make sure you show the formula you used and the values you filled in.

Answer the following question using a spreadsheet and the material in the appendix. You would like to buy a house. Assume that given your income, you can afford to pay $12,000 a year to a lender for the next 30 years. If the interest rate is 7% how much can you borrow today based on your ability to pay? What about if the interest rate is 3%? Maximum mortgage at 7%: $     Maximum mortgage at 3%: $

Assume you graduate from university with a $20,000 student loan. If your interest rate is fixed at 4.55% APR with monthly compounding and you will repay the loan over a 20-year period, what will be your monthly payment? The monthly payment will be $ (Round to two decimal places.)

If you could pay for your mortgage forever, how much would you have to pay per month for a $1,000,000 mortgage, at a 6.5% annual interest rate? Work out the answer (a) if the 6.5% is a bank APR quote and (b) if the 6.5% is a true effective annual rate of return.

Give typing answer with explanation and conclusion    Assume you want to borrow $300,000 and have been presented with two options. The first option is a fully amortizing loan with an interest rate of 3% and $4000 of origination fees and points. The second option is an interest only loan with an interest rate of 4% and $5000 of origination fees and points. Both loans are for 30 years and have monthly payments. Further assume that if the borrower chooses the interest only loan, any money saved on the monthly payment can be invested with a projected return of 7%. Also assume that the proceeds from the investment will first be used to pay off any remaining balance on the loan. How much money will the investor have left at the end of 30 years after repaying the loan?   Group of answer choices   None, the investor will owe $12,373.42   $323,060.72   $22,063.08   $30,750.78