A builder is offering $117,767 loans for his properties at 9 percent for 25 years. Monthly payments are based on current market rates of 9.5 percent and are to be fully amortized over 25 years. The property would normally sell for $130,000 without any special financing. Required: a. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan? Assume that the buyer would have the loan for the entire term of 25 years. Complete this question by entering your answers in the tabs below.
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- A builder is offering $139,371 loans for his properties at 9 percent for 25 years. Monthly payments are based on current market rates of 9.5 percent and are to be fully amortized over 25 years. The property would normally sell for $150,000 without any special financing. Required: a. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan? Assume that the buyer would have Give typing answer with explanation and conclusionA builder is offering $107, 960 loans for his properties at 9 percent for 25 years. Monthly payments are based on current market rates of 9.5 percent and are to be fully amortized over 25 years. The property would normally sell for $120,000 without any special financing. Required: a. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan? Assume that the buyer would have the loan for the entire term of 25 years. b. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan if the property is resold after 10 years and the loan repaid?A builder is offering $137,381 loans for his properties at 9 percent for 25 years. Monthly payments are based on current market rates of 9.5 percent and are to be fully amortized over 25 years. The property would normally sell for $150,000 without any special financing. Required: a. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan? Assume that the buyer would have the loan for the entire term of 25 years. Do not round intermediate calculations. Round your final answer to the nearest whole dollar amount.) b. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan if the property is resold after 10 years and the loan repaid? Do not round intermediate calculations. Round your final answer to the nearest whole dollar amount.)
- A builder is offering $135,534 loans for his properties at 9 percent for 25 years. Monthly payments are based on current market rates of 9.5 percent and are to be fully amortized over 25 years. The property would normally sell for $150,000 without any special financing. Required: a. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan? Assume that the buyer would have the loan for the entire term of 25 years. b. At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan if the property is resold after 10 years and the loan repaid? Complete this question by entering your answers in the tabs below. Required A Required B At what price should the builder sell the properties to earn, in effect, the market rate of interest on the loan? As: buyer would have the loan for the entire term of 25 years. (Do not round intermediate calculations. Round your to the nearest whole dollar…An investor has $60,000 to invest in a $280,000 property. He can obtain either a $220,000 loan at 9.5 percent for 20 years or a $180,000 loan at 9 percent for 20 years and a second mortgage for $40,000 at 13 percent for 20 years. All loans require monthly payments and are fully amortizing.a. Which alternative should the borrower choose, assuming he will own the property for the full loan term?b. Would your answer change if the borrower plans to own the property for only five years?c. Would your answers to (a) and (b) change if the second mortgage had a 10-year term?Assume that you are about to sell property (a vacant parcel of real estate) you own but otherwise have no use for. The net-of-sales- commission selling price for the property is $450,000. You are willing to finance this transaction over a 14-year period and have told the buyer that you expect a 11% pretax return on the transaction. The buyer has asked you for a payment schedule under several alternatives. Required: 1. What will be your periodic cash receipt, to earn a 11% return, if payments are received from the purchaser: NOTE: to answer the above questions, use the PMT function in Excel, as follows: PMT(rate,nper, pv,fv,type) where: rate is the interest rate for the loan, nper is the total number of payments, pv is the present value (i.e., the total amount that a series of future payments is worth now; also known as the principal), fv is the future value (or a cash balance you want to attain after the last payment is made; if fv is omitted, it is assumed to be 0 (zero)), and type is…
- Assume that you are about to sell property (a vacant parcel of real estate) you own but otherwise have no use for. The net-of-sales- commission selling price for the property is $470,000. You are willing to finance this transaction over a 19-year period and have told the buyer that you expect a 9% pretax return on the transaction. The buyer has asked you for a payment schedule under several alternatives. Required: 1. What will be your periodic cash receipt, to earn a 9% return, if payments are received from the purchaser: NOTE: to answer the above questions, use the PMT function in Excel, as follows: PMT(rate,nper.pv.fv.type) where: rate is the interest rate for the loan, nper is the total number of payments, pv is the present value (ie.. the total amount that a series of future payments is worth now, also known as the principal), v is the future value (or a cash balance you want to attain after the last payment is made; if fvis omitted, it is assumed to be 0 (zero)), and type is the…A borrower can obtain an 80 percent loan with an 9 percent interest rate and monthly payments. The loan is to be fully amortized over 25 years. Alternatively, he could obtain a 95 percent loan at an 9.5 percent rate with the same loan term. The borrower plans to own the property for the entire loan term. Required: a. What is the incremental cost of borrowing the additional funds? (Hint: The dollar amount of the loan does not affect the answer.) b. What is the incremental cost of borrowing the additional funds if 2 points were charged on the 95 percent loan? c. What is the incremental cost of borrowing the additional funds if the borrower planned to own the property for only five years? Complete this question by entering your answers in the tabs below. Required A Required B Required C What is the incremental cost of borrowing the additional funds if the borrower planned to own the years? (Do not round intermediate calculations. Round your final answer to 2 decimal places.) Incremental…John wants to buy a property for $121,250 and wants an 80 percent loan for $97,000. A lender indicates that a fully amortizing loan can be obtained for 30 years (360 months) at 9 percent interest; however, a loan fee of $4,800 will also be necessary for John to obtain the loan. Required: a. How much will the lender actually disburse? b. What is the APR for the borrower, assuming that the mortgage is paid off after 30 years (full term)? c. If John pays off the loan after five years, what is the effective interest rate? d. Assume the lender also imposes a prepayment penalty of 2 percent of the outstanding loan balance if the loan is repaid within eight years of closing. If John repays the loan after five years with the prepayment penalty, what is the effective interest rate
- A borrower can obtain an 85 percent loan with an 6 percent interest rate and monthly payments. The loan is to be fully amortized over 25 years. Alternatively, he could obtain a 95 percent loan at an 6.5 percent rate with the same loan term. The borrower plans to own the property for the entire loan term. Required: a. What is the incremental cost of borrowing the additional funds? (Hint: The dollar amount of the loan does not affect the answer.) b. What is the incremental cost of borrowing the additional funds if 2 points were charged on the 95 percent loan? c. What is the incremental cost of borrowing the additional funds if the borrower planned to own the property for only five years?Assume that you are about to sell property (a vacant parcel of real estate) you own but otherwise have no use for. The net-of-sales-commission selling price for the property is $410,000. You are willing to finance this transaction over a 20-year period and have told the buyer that you expect an 11% pretax return on the transaction. The buyer has asked you for a payment schedule under several alternatives. Required: 1. What will be your periodic cash receipt, to earn a 11% return, if payments are received from the purchaser: NOTE: to answer the above questions, use the PMT function in Excel, as follows: PMT(rate,nper,pv,fv,type) where: rate is the interest rate for the loan, nper is the total number of payments, pv is the present value (i.e., the total amount that a series of future payments is worth now; also known as the principal), fv is the future value (or a cash balance you want to attain after the last payment is made; if fv is omitted, it is assumed to be 0 (zero)), and…where a $70,000 loan could be assumed at a 9 percent rate with a remaining term of 15 years and payments of $709.99 per month. Recall that a comparable property with no special financing available would sell for $100,000 and could be financed at a market rate of 11 percent. How much more than $100,000 could the buyer pay if he or she chose to assume the 9 percent loan and still be as well off as if the property were purchased for $100,000 and financed with an 11 percent loan? We first find the present value of the payments that can be assumed using the market rate. This is the market value or cash equivalent value of the assumable loan. It represents the price at which the old loan could be sold to a new lender/investor.