Based upon the simple interest rate method of a fixed interest rate installment loan or mortgage, successive monthly loan payments over time a. pay the same percentage to interest and principal. b. pay increasing percentages to interest and decreasing percentages to principal. c. pay increasing percentages to principal and decreasing percentages to interest. d. pay decreasing percentages to interest and principal.
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Based upon the simple interest rate method of a fixed interest rate installment loan or mortgage, successive monthly loan payments over time
| a. |
pay the same percentage to interest and principal. |
|
| b. |
pay increasing percentages to interest and decreasing percentages to principal. |
|
| c. |
pay increasing percentages to principal and decreasing percentages to interest. |
|
| d. |
pay decreasing percentages to interest and principal. |
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- 1. An installment loan is repaid a. in a single payment after a specified period of time. b. in equal payments over a specified period of time. 2. The amount of an installment loan depends on a. the amount financed, the number of payments, and the annual percentage rate. b. whether the borrower can afford to make a down payment. 3. With each monthly payment on an installment loan, the amount you owe to principal a. decreases. b. increases. 4. With each monthly payment on an installment loan, the percentage of your payment allocated to principal a. decreases. b. increases. 5. The final payment of an installment loan consists of a. the previous balance only. b. the previous balance plus current month's interest. 6. The finance charge on an 18-month, $5,000 installment loan is less thalon a a. 12-month, $5,000 installment loan. b. 24-month, $5,000 installment loan. ChapWhich of the following is true of a fully amortized loan? A. The amount of the payment applied to the principal remains the same during the loan period. B. Equal amounts of the payment are appiled to the principal Interest, taxes, and insurance. C. Additional payments applied to the interest during the loan period reduce the number of monthly payments required. D. Additional payments applied to the principal during the loan period reduce the number of monthly payments requiredWhich one of the following statements about a fixed-rate mortgage (FRM) loan is correct? a. The monthly payment of the FRM loan changes over the life of the loan. b. Each monthly payment contains the interest payment component and principal repayment component. The size of each component remains unchanged over the life of the FRM loan. c. Each monthly payment contains the interest payment component and principal repayment component. As time goes by, the size of the interest component increases and the size of the principal component decreases, but the sum of the two components remain unchanged. d. Each monthly payment contains the interest payment component and principal repayment component. As time goes by, the size of the interest component decreases and size of the principal component increases, but the sum of the two components remain unchanged.
- Explain in general terms how the portion s of loan payment going to principal and interest change over the life of the loan . A. Installment loans gradually pay down the loan principal while the payments remain the same . Therefore , the interest due each month gradually decreases and the amount paid toward the principal gradually increases. B. Installment loans gradually pay down the loan principal while the payments remain the same. Therefore , the interest remains the same and the amount paid toward the principal gradually decreases. C. Installment loans gradually pay down the loan principal while the payments remain the same . Therefore , the interest remains the same and the amount paid toward the principal gradually increases . D. Installment loans gradually pay down the loan principal while the payments remain the same .Therefore, the interest due each month gradually increases and the amount paid toward the principal gradually decreases.(Note, this is how mortgage payments are calculated.) Payments on a loan are amortized when a fixed amount is paid at the end of each time period in order to pay off both the principle of the loan and the interest accumulated up to that point. At the end of each period, interest is charged on the amount still owing. Let P be the initial amount of the loan, and i > 0 be the interest rate charged (per period), R the size of the per period payment (paid at the end of each period), and Pt the amount that is still owed after t periods. So P0 = P(a) Find P1.(b) Find a first order linear recurrence for Pt.(c) Show that the solution to your recurrence relation isPt = (P-(R/i))(1+i)^t + (R/i)Consider a home mortgage of $ at a fixed APR of % for years. a. Calculate the monthly payment. b. Determine the total amount paid over the term of the loan. c. Of the total amount paid, what percentage is paid toward the principal and what percentage is paid for interest.
- Over the life of a fixed payment amortized loan, such as a conventional mortgage, the proportion of the payment that goes to repay principal A : increases each month. B : varies with economic conditions. C : decreases each month. D : stays constant over time.The loan below was paid in full before its due date. (a) Obtain the value of h from the annual percentage rate table. Then (b) use the actuarial method to find the amount of unearned interest, and (c) find the payoff amount. Regular Monthly Payment $414.84 APR 4.0% Remaining Number of Scheduled Payments after Payoff 18 Click the icon to view the annual percentage rate table. ... (a) h= $3.20 (b) The unearned interest is $ (Round to the nearest cent as needed.)Given the annual interest rate and a line of an amortization schedule for that loan, complete the next line of the schedule. Assume that payments are made monthly. Annual Interest Paid on Interest Rate Payment Paid Principal Balance 11.6% $425.57 $64.23 $361.34 $6,280.78 Fill out the amortization schedule below. Annual Interest Paid on Payment Balance Interest Rate Paid Principal 11.6% $425.57 $64.23 $361.34 $6,280.78 (Round to the nearest cent as needed.)
- The loans which are to be repaid within a short period (a year or less) are referred to as: O a. Fixed liabilities O b. Long-term liabilities O c. Contingent liabilities O d. Current LiabilitiesThe principal P is borrowed and the loan's future value A at time t is given. Determine the loan's simple interest rate r. P = $2300, A = $2722, t = 6 months.The loan below was paid in full before its due date. (a) Obtain the value of h from the annual percentage rate table. Then (b) use the actuarial method to find the amount of unearned interest, and (c) find the payoff amount. Regular Monthly Payment $445.22 Remaining Number of Scheduled Payments after Payoff 6 APR 11.0% Click the icon to view the annual percentage rate table. (a) h=$ (b) The unearned interest is $ (c) The payoff amount is $ (Round to the nearest cent as needed.) (Round to the nearest cent as needed.)