Beda borrows a $10,000 loan from Wendy for 5 years at an effective rate of interest of 8% per year. Wendy offers two options for Beda to repay the loan. 1: Interest payments due at year end are paid at year end, and the principal is repaid after 5 years. 2: The loan is repaid by five level payments over the 5 years. Wendy can only reinvest the repayments of Beda at 7% per annum. (b) Calculate the yield

6. Jake and Archie are looking for places to live. Jake decides to rent a house for $1400 . Archie buys a house for $189 900, with a down payment of 10%. The bank has offered Archie a 20-year mortgage for the remainder of the cost, at 4% compounded semi-annually, with payments every two weeks. Jake and Archie both move after 5 years. Archie's house has depreciated by 2% per year. Compare Jake's and Archie's housing costs. per month.

Katrina has the option of an 8-year nonsubsidized student loan of $31,000 at an annual interest rate of 2.5% or an 8-year subsidized loan of $31,000 at an annual interest rate of 4.5%. Determine for which loan Katrina will pay less interest over the term of the loan if she starts making payments 2 years after obtaining the loan. (Assume Katrina makes monthly payments for each loan. Round your answers to the nearest cent, as appropriate.) The total interest paid on the nonsubsidized loan is $ , and the total interest paid on the subsidized loan is $ . Therefore, Katrina will pay less interest on the

Number of payments. Tony is offering two repayment plans to Phil for a long overdue loan. Offer 1 is to receive a visit from an enforcer and the debt is due in full at once. Offer 2 is to pay back $4,000 at the end of the year at an interest rate of 22% until Phil pays off the loan principal. Phil owes Tony $16,000. How long will it take for Phil to pay off the loan if he takes offer 2? How long will it take for Phil to pay off the loan if he takes offer 2? years (Round to two decimal places.)

Juni buys a new car. Her auto loan is $12,000 with an annual interest rate of 3% compounded monthly for 5 years. Her monthly payment is $287 The following table shows the first payment in the amortization schedule. Payment number  Loan Amount Payment Interest  Principal Remaining Balance  1 12,000 287 ? ? ?   Interest: $30   Interest: $8.61   Principal: $278.39   Principal: $257   Remaining Balance: $11,743   Remaining Balance: $ 11,721.61

14. Nadia takes out a loan of $150,000 to purchase an apartment. The loan is being charged a yearly interest rate of 2.5% applied monthly. Nadia is paying off the loan by making monthly payments of $500.00. (a) How much of Nadia's first payment goes towards paying interest and how much of it goes towards reducing the initial $150,000 loan amount? Show how you found your answers (b) Did Nadia reduce the loan amount she owed more in the first payment or the second payment? Justify.

Interest-only loan (regular interest payments each year and principal at maturity). Chuck Ponzi has talked an elderly woman into loaning him $25,000 for a new business venture. She has, however, successfully passed a finance class and requires Chuck to sign a binding contract on repayment of the $25,000 with an annual interest rate of 10% over the next 5 years. Determine the cash flow to the woman under an interest-only loan, in which Ponzi will pay the annual interest expense each year and pay the principal back at the end of the contract. What is the amount of payment that the woman will receive at the end of years 1 through 4? (Round to the nearest dollar.)

Number of payments. Tony is offering two repayment plans to Phil for a long overdue loan. Offer 1 is to receive a visit from an enforcer and the debt is due in full at once. Offer 2 is to pay back $3,700 at the end of the year at an interest rate of 22% until Phil pays off the loan principal. Phil owes Tony $15,000. How long will it take for Phil to pay off the loan if he takes offer 2? ..... How long will it take for Phil to pay off the loan if he takes offer 2? years (Round to two decimal places.)

Solve B.

1. Ginny took out a 3-year loan of $5800 for her son's wedding at an annual interest rate of 4.1% compounded monthly. a) What is Ginny's monthly payment on this loan? $. N = 1% = PV = PMT= 2. b) After making payments for 14 months, Ginny decided to repay the loan in full. Use this information and the monthly payment, found above, to calculate her payoff amount (PV) on the loan. FV = P/Y = C/Y = PMT: END BEGIN How many payments does Ginny have left (Win the TVM Solver below)? The payoff amount (PV) will be $ N = 1% = PV = PMT= FV = P/Y= C/Y = PMT: END BEGIN A career counselor decides to make monthly payments of $170 on credit card debt of $6845.21 and discontinue using the credit card. Assuming the annual interest rate is 22.3%, how many months will it take her to repay the debt? Round UP to the nearest month. "Hint: Make PMT a negative