A company can borrow $780000 for 5 years by issuing bonds, on which interest is paid monthly at = 8% and the principal is paid off using a sinking fund earning = 3%. The other option is to borrow $780000 from a bank and repay the loan over 5 years with equal monthly payments at = 11%. Which option will result in a smaller periodic cost for the company? Answer: Select One How much will you save each period with this option? Answer: $
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- Suppose you are given two loan options. The first one allows you to borrow money at 8.6% per year, compounded semi-annually. The other option allows you to borrow at 8.4% per year but compounded monthly. Calculate & explain which option is better from the borrower’s point of view. What is your conclusion from the answers ?Suppose your firm is seeking a four year, amortizing $260,000 loan with annual payments and your bank is offering you the choice between a $268,000 loan with a $8,000 compensating balance and a $260,000 loan without a compensating balance. The interest rate on the $260,000 loan is 9.8 percent. How low would the interest rate on the loan with the compensating balance have to be for you to choose it? (Do not round intermediate calculations and round your final answer to 2 decimal places.) Interest rate %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?
- If you could solve option 5 with the formulas please Option 5: Half the required money is taken out of an investment account that pays monthly interest at a 3% annual rate. The rest of the money is borrowed from a bank at a 4% annual interest rate, should payback within 3 years in equal monthly payments. Find the future value of the money taken from the investment account at the end of the shop development and periodic payments to the bank. Calculate Cumulative interest and principal payments.USE THE PV FUNCTION IN EXCEL !!!! You can buy a car that is advertised for $20,520 on the following terms: (a) pay $20,520 and receive a $5,520 rebate from the manufacturer; (b) pay $570 a month for 3 years for total payments of $20,520, implying zero percent financing. Calculate the present value of the payments for option (a) if the interest rate is 1.25% per month. Calculate the present value of the payments for option (b) if the interest rate is 1.25% per month. Note: Do not round intermediate calculations. Round your answer to 2 decimal places. Which is the better deal?Suppose your firm is seeking a three-year, amortizing $400,000 loan with annual payments, and your bank is offering you the choice between a loan of $415,000 with a compensating balance of $15,000 and a loan of $400,000 without a compensating balance. The interest rate on the $400,000 loan is 9.5 percent. How low would the interest rate on the loan with the compensating balance have to be for you to choose it? (Do not round intermediate calculations. Round your final answer to 2 decimal places.) Interest rate 8.73 %
- A borrower is purchasing a property for $200,000 and can choose between two possible loan alternatives. Loan A is a 90% loan for 25 years at 8% interest and 2 points and Loan B is a 95% loan for 25 years at 8.75% interest and 1 point. Assume the loans will be held to maturity, what is the incremental cost of borrowing the extra money? Assume that the loans will be repaid in 5 years. What is the incremental cost of borrowing the extra money? Rework parts (a) and (b) assuming the lender is charging 3 points on Loan A and 2 point on Loan B. What is the incremental cost of borrowing?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? $323,060.72 $30,750.78 $22,063.08 None, the investor will owe $12,373.42Suppose that you take out a 40-year $175000 mortgage with an APR of 6%. You make payments for 3 years and then you consider refinancing the original loan. The new loan would have a term of 15 years, have and APR of 5.7% and be in the amount of the unpaid balance on the original loan. The administrative cost of taking out the second loan would be $1700. What are the monthly payments on the original loan? What would the monthly payment of the second loan be? What would the total amount you would pay if you continued with the original 40-year loan without refinancing? What would the total amount would you pay with the refinancing?
- Your firm is considering a one-year loan for $522,000. The fees are 2% of the loan amount and the interest rate is 4.3%. First, compute the net amount of funds from the loan. Based on this net amount, what is the true interest rate of the loan? Group of answer choicesA borrower has secured a 30 year, $150,000 loan at 7% with monthly payments. Fifteen years later, an investor wants to purchase the loan from the lender. If market interest rates are 5%, what would the investor be willing to pay for the loan? (Correct Anwser: C) A:$75,000 B:$111,028 C:$118,478 D:$168,646 How to solve this problem? Give typing answer with explanation and conclusionSuppose you take out a 25-year $300,000 mortgage with an APR of 6%. You make payments for 5 years (60 monthly payments) and then consider refinancing the original loan. The new loan would have a term of 15 years, have an APR of 5.6%, and be in the amount of the unpaid balance on the original loan. (The amount you borrow on the new loan would be used to pay off the balance on the original loan) The administrative cost of taking out the second loan would be $1500. Use the information to complete parts (a) through (e) below a. What are the monthly payments on the original loan? (Round to the nearest cent as needed) b. A short calculation shows that the unpaid balance on the original loan after 5 years is $269,796.26, which would become the amount of the second loan. What would the monthly payments be on the second loan? $(Round to the nearest cent as needed.) c. What would be the total amount you would pay if you continued with the original 25-year loan without retrancing? (Round to the…