The given mortgage is $100,000, so PV = The 4.3% annual interest rate as a decimal is 0.043, so the monthly interest rate is i = 0.043 If the investment is for 25 years with monthly payments, then the number of pay periods is n = 25 - 12 =
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- Which of the following statements regarding a 20-year (240-month) $225,000, fixed-rate mortgage is CORRECT? (Ignore taxes and transactions costs.) The outstanding balance declines at a slower rate in the later years of the loan's life. The remaining balance after three years will be $225,000 less one third of the interest paid during the first three years. Because it is a fixed-rate mortgage, the monthly loan payments (which include both interest and principal payments) are constant. Interest payments on the mortgage will increase steadily over time, but the total amount of each payment will remain constant. The proportion of the monthly payment that goes towards repayment of principal will be lower 10 years from now than it will be the first year.(please correct answer and don't use hend raiting and step by step solutions) Bob got a 30 year Fully Amortizing FRM for $1,500,000 at 4%, except with non-constant payments. For the first 2 years Bob will pay $1,250 per month. The loan will become a fully amortizing mortgage after 2 years. What will be the balance on this mortgage after 2 years? (Write the answer as a number rounded to two decimals (e.g. if you get $50,66666, write 50.67).Based on Exhibit 7-8, what would be the monthly mortgage payments for each of the following situations? (Round mortgage payment factors and final answers to 2 decimal places. Omit the "$" sign in your response.) a) A $123,000, 15-year loan at 6.0 percent APR compounded semi - annually b) A $165, 000, 25- year loan at 7.5 percent APR compounded semi- annually c) A $68, 000, 20-year loan at 7.5 percent APR compounded semi - annually.
- Your mortgage has 24 years left, and has an APR of 6.303% with monthly payments of $1,449. a. What is the outstanding balance? b. Suppose you cannot make the mortgage payment and you are in danger of losing your house to foreclosure. The bank has offered to renegotiate your loan. The bank expects to get $161,182 for the house if it forecloses. They will lower your payment as long as they will receive at least this amount (in present value terms). If current 24-year mortgage interest rates have dropped to 4.097% (APR), what is the lowest monthly payment you could make for the remaining life of your loan that would be attractive to the bank? a. What is the outstanding balance? The outstanding balance is $______________ (Round to the nearest cent.) b. Suppose you cannot make the mortgage payment and you are in danger of losing your house to foreclosure. The bank has offered to renegotiate your loan. The bank expects to get $161,182 for the house if it forecloses.…A mortgage has the following terms: Amount: $750,000 Rate: 6.25% Amortization (Years): 30 Term (Years): 20 Please determine the following: What is the Monthly Payment? In preparing an Income Statement, what is the Interest Expense for years 1 – 5? What is the Principal Balance at the end of year 6? What is the value of the loan at the expiration? If rates remain constant (flat), what would the benefit be to refinance this loan after year 10? do all the questions 1-5 and show the formulas in excel and show how you got itNEED FULLY CORRECT HANDWRITTEN SOLUTION FOR THIS...ASAP!!! A $180,000 mortgage amortized by monthly payments over 20 years is renewable after five years. (a) If interest is 5.02% compounded semi-annually, what is the size of each monthly payment? (b) Find the total interest paid during the first year. (c) Compute the interest included in the 35th payment. (d) If the mortgage is renewed after five years at 5.80% compounded semi-annually, what is the size of the monthly payment for the renewal period? (e) Construct a partial amortization schedule showing details of the first three payments for each of the two terms.
- Which of the following statements regarding a 30-year (360-month) $100,000 fixed-rate mortgage is CORRECT? (Ignore all taxes and transactions costs.) Because it is a fixed rate mortgage, the amount paid in interest per payment is constant. With an amortized loan, a bigger proportion of each month's payment goes toward interest in the later periods. The remaining balance after three years will be $100,000 less the total amount of principal paid during the first 36 months. The monthly payment on the mortgage will steadily decline over time.Your mortgage has 22 years left, and has an APR of 9.535% with monthly payments of $1,449. a. What is the outstanding balance? b. Suppose you cannot make the mortgage payment and you are in danger of losing your house to foreclosure. The bank has offered to renegotiate your loan. The bank expects to get $119,799 for the house if it forecloses. They will lower your payment as long as they will receive at least this amount (in present value terms). If current 22-year mortgage interest rates have dropped to 6.198% (APR), what is the lowest monthly payment you could make for the remaining life of your loan that would be attractive to the bank?Using a spreadsheet program, create an amortization schedule for a 30-year mortgage of $500,000 at an annual interest rate of 4.24%. (a) In which month does the amount of principal in a monthly payment first exceed the amount of interest? _____ (b) How much interest is repaid for the term of the loan? (Round your answer to the nearest cent.) _____$ (c) If the loan amount was $750,000 instead of $500,000, would the month in which the amount of principal in a monthly payment first exceeded the amount of interest change?
- Sandra has a 30-year, P100,000 mortgage with a nominal interest rate of 10 percent and monthly compounding. Which of the following statements regarding his mortgage is most correct? * a.The monthly payments will decline over time. b.The proportion of the monthly payment that represents interest will be lower for the last payment than for the first payment on the loan. c.The total dollar amount of principal being paid off each month gets larger as the loan approaches maturity. d.None of the statements are correct. e.Statements b and c are correct.Please show how to solve this and please show step by step how to solve to answer questions A. and B. . You borrow a Graduated Payment Mortgage (GPM) of $400,000 with monthly payments and 15-year term. The annual interest rate is 4%. The lender allows you to pay only 0.5 monthly PMT for the first 5 years and pay full monthly PMT thereafter. In other words, your payment factors are as follows: month 1-month 60: 50%; and month 61- month 180: 100%. Suppose that the origination cost of the loan is $5,000, please answer the following questions: A. What is your monthly payment for the first 5 years? B. What is your annual effective cost of the GPM if you hold the loan for an entire term?Consider the following. Two mortgages are available for $500,000.00. Both are paid monthly, compounded quarterly have terms of 5 years and are amortized over 25 years. One has an interest rate of 3% however prohibits any prepayment, the other has an interest rate of 3.1% and allows for prepayment of 10% of the balance per year. If the borrower expects to make a lump sum payment at the end of each year of $400.00 which mortgage costs the least interest by the end of the term?