You are given two options to settle a loan. Option A requires you to pay $1,250 in 7 months and $1,450 in 5 years 3 months. Option B requires you to make a payment in 2 years 3 months and a finaly $700 payment in 4 years 5 months. If money earns 4.70% compounded monthly, calculate how large Option B's payment in 2 years 3 months needs to be for the two options to be equivalent. Please include a well-labelled timeline diagram. Use 2 years 3 months as the focal date.
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- You can obtain a loan of $200000 at a rate of 15 percent for two years. You have a choice of (i) paying the interest (15 percent) each year and the total principal at the end of the second year or (ii) amortising the loan, that is, paying interest (15 percent) and principal in equal payments each year. The loan is priced at par. a. What is the duration of the loan under both methods of payment? b. Explain the difference in the two resultsYou plan to borrow $25,000 at a 3.4% annual interest rate compounded annually. The terms require you to amortize the loan with 5 equal payments each made at the end of each year. You would like to construct an amortization schedule showing details of the payments. Answer the following questions, and choose the closest answer from the possible choices following each question: 1.To find the interest repaid in period 1 only in the financial calculator amortization worksheet, you enter P2 = 2.To find the interest repaid in period 1 only in the financial calculator amortization worksheet, you enter P1 = 3.How much total interest is repaid in periods 1 to 2?You are offered an add-on loan for $4,500 at 18% for 5 years. What is the monthly payment? What is the amount of interest? What is the true interest rate cost of this loan? If you could pay the same loan above at a compound rate: What would the monthly payment be? What would the amount of interest be? 3. Prepare a monthly payment schedule for each loan above using Excel, and submit it.
- You are offered an add-on loan for $4,500 at 18% for 5 years. What is the monthly payment? What is the amount of interest? What is the true interest rate cost of this loan? If you could pay the same loan above at a compound rate: What would the monthly payment be? What would the amount of interest be? Prepare a monthly payment schedule for each loan above using Excel, and submit it. Suppose that you are only allowed to make a balloon payment to the principal of the compound interest loan. You have $1,000 to put down at the beginning of year three. How many payments will you save?A borrower is faced with choosing between two loans. Loan A is available for $76,000 at 6 percent interest for 30 years, with 6 points to be included in closing costs. Loan B would be made for the same amount, but for 7 percent interest for 30 years, with 2 points to be included in the closing costs. Both loans will be fully amortizing. Required: a. If the loan is repaid after 20 years, which loan would be the better choice? b. If the loan is repaid after five years, which loan is the better choice?Lebron has two options to pay off a loan.i) He can pay $918 at the end 3 months and another $467 at the end of 7 monthsORii) He can pay $ X at the end 1 months and $ 3X at the end of 6 months.Determine X if the interest is 4% and the focal date is 6 months so that the options are equivalent.
- A borrower is faced with choosing between two loans. Loan A is available for $89,000 at 6 percent interest for 30 years, with 6 points to be included in closing costs. Loan B would be made for the same amount, but for 7 percent interest for 30 years, with 2 points to be included in the closing costs. Both loans will be fully amortizing. Required: a. If the loan is repaid after 20 years, which loan would be the better choice? b. If the loan is repaid after five years, which loan is the better choice? (Analyze the decision with both rates at two decimal places.)Say you need to take out a loan for $1,500. There are two options for repayment: Option A: short-term 6% interest loan with a term of 1 year. Option B: 1-year simple interest amortized loan at 6% interest, with monthly payments. What is the lump sum payment plan for option A? And what is the monthly payment for option B? What formulas did you use and why?You agree to purchase a home for $150,000 and decide to make a 20% down payment on the home. You finance the rest of the home payment with a 15 year fixed rate mortgage with an annual interest rate of 4.00%. Assuming that you make regular monthly payments, determine your regular monthly payment amount. Provide just a numerical answer rounded to the nearest cent.
- If you borrow $2,900 and agree to repay the loan in six equal annual payments at an interest rate of 11%, what will your payment be? (Do not round intermediate calculations. Round your answer to 2 decimal places.) b. What will your payment be if you make the first payment on the loan immediately instead of at the end of the first year? (Do not round intermediate calculations. Round your answer to 2 decimal places.)You plan to borrow $47,800 at an 8.5% annual interest rate. The terms require you to amortize the loan with 7 equal end-of-year payments. How much interest would you be paying in Year 2?You are preparing a loan amortization table for a 1-year loan of $1000 with a monthly interest rate of 1%. What is your principal payment in month 3 of the amortization schedule?