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- Describe the Financial Functions to determine a Loan's Principal andInterest Payments between two Payment Periods?Please provide detailed solutions to the problem, thank you in advance James deposited $150 at the beginning of each month for two years into his savings account. For the next four years he did not make any more deposits, leaving the money in the account. The bank charges 4% interest compounded monthly. What will the balance be after 12 years? (Hint: first step is to find balance [FV] after 2 years, which will become the Present Value using the FV formula for compound interest since PMT=0 for the last 4 years)Answer: $4,404.702. Quarterly payments are to be made against a P50,500 loan at 7.95% compounded annually with a seven-year amortization. Construct a complete amortization schedule and calculate the total interest. Answer the following questions: a. What is the size of the quarterly payment? b. Calculate the principal portion of the sixth payment. Calculate the interest portion of the 17th payment. Calculate how much the principal will be reduced in the fourth year. Calculate the total interest paid in the first year. C. d. е.
- Problem 5 You just received credit card applications from two different banks. The interest terms on your unpaid balance are as follows: Bank A: 15% compounded monthly Bank B: 14.8% compounded daily Which of the following statements is incorrect? A. The effective annual interest rate for bank A is 16.075% B. The nominal interest rate for bank B is 14.8% C. Bank A's term is a better deal because you will pay less interest on your unpaid balance. D. The effective monthly interest rate for Bank A is 1.25%An automobile loan of $15,000 at a nominal rate of 9% compounded monthly for 36 months requires equal end-of-month payments of $477. Complete the following table for the first six payments as you would expect a bank to calculate the values:Cory Manciagli is planning to retire in 20 years. Money can be deposited at 6% compounded quarterly. What quarterly deposit must be made at the end of each quarter until Cory retires so that he can make a withdrawal of $40,000 semiannually over the first 10 years of his retirement? Assume that his first withdrawal occurs at the end of six months after his retirement. (Hint: Apply concept of economic equivalence at the end of 20 years).
- suppose you owe $1,100 on your credit card. the annual percentage rate is 18% compounded monthly. the credit card company says your minimum monthly payment is $ 19.80a. if you make only this minimum payment, how long will it take for you to repay the $1,100 balance ?b. If you make the minimum payment plus $10 extra each month, how long will it take to repay the $1,100 balance.Find the present value of the following future amount. $300,000 at 10% compounded quarterly for 30 years What is the present value? (Round to the appropriate cent)1) Calculate the value of a loan today that will be repaid with quarterly payments for a period of two years. During the first year, the quarterly payment is for $300, while in the second year, the quarterly payment increases to $400. Assume that the bank is charging an interest rate of 3% quarterly. Show your work.
- An automobile loan of $15,000 at a nominal rate of 9% compounded monthlyfor 36 months requires equal end-of-month payments of $477. Complete the following table for the first six payments as you would expect a bank to calculate the values:Jon’s grandfather was planning to give him $11,000 in 14 years. Jon has convinced him to pay him $7,000 now, instead. If Jon invests this $7,000 at 6.5% compounded continuously how much money will he have in 14 years? a) What type of problem is this? Select an answer Future Value -Simple Interest Future Value - Compound Interest Future Value - Continuously Compounded Future Value - Ordinary Annuity Future Value - Annuity Due Present Value - Ordinary Annuity Present Value - Annuity Due b) How much will he have? (round to the nearest cent) $A young executive is going to purchase a vacation property for investment purposes. She needs to borrow $85,000.00 for 26 years at 6.1% compounded monthly, and will make monthly payments of $543.89. (Round all answers to 2 decimal places.)What is the unpaid balance after 14 months? During this time period, how much interest did she pay?