Consider a 48 month amortizing car loan with 6% APR and monthly payments. Which of the following statements is FALSE about that loan?A. The monthly payment includes both interest and principal.B. Interest portion of the payment equals loan balance times monthly interest rate.C. The monthly interest rate charged on the loan is 0.5%.D. The effective annual rate on that loan is less than 6%.

Effective annual rate = (1+Monthly interest rate)12-1

Answered: Consider a 48 month amortizing car loan…

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Find the amount (in $) of interest on the loan. Principal Rate (%) Time Interest $70,000 8 3 4 9 months $
f2. Subject :- Accounting Consider a $25,000, three-year loan at an interest rate of 5%, payments to be made monthly. What is the monthly payment using add-on interest?
Ma3. A loan is amortized by level payments made at the end of each quarter, for 25 years: The monthly rate is 1%. The principal in the 29th payment is 8370. Find OLB69 OA. 1,115,185.53 OB. 1,101,108.22 OC. The correct answer is not shown here. OD. 1,430,370.34 OF. 1,301,108.22
To borrow $2,400, you are offered an add-on interest loan at 10.4 percent with 12 monthly payments. Compute the 12 equal payments. Use the amount you borrowed and the monthly payments you computed to calculate the APR of the loan. Then, use that APR to compute the EAR of the loan. Note: Do not round intermediate calculations and round your final answer to 2 decimal places. Equal payment Effective annual rate. %
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16) A car loan for $33,550 has an interest rate of 5.25% and is amortized over 60 months. What is the monthly payment on the loan? a. $ 425.78 b. $679.92 17) c. $636.98 d. $351.24 Using the same facts as #16, what is the balance of the loan after 3 full years of payments? a $ 14,482 b. $ 8,299.28 c. Zero. d $15,942
(please step by step solutions) The loan will have a term of 54 months and monthly payments of $385.13. The interest rate on the loan is 8.84% compounded quarterly. What is the amount of money that was borrowed? a$17 310.71 b$17 430.71 c$17 030.71 d$17 130.71 e$20 368.27
Complete the following table: (Use Table 15.1.) Note: Do not round intermediate calculations. Round your answers to the nearest cent. selling price down payment amount mortgage rate years monthly payment first payment broken down into interest first payment broken down into principal Balance at end of month $236,000 47,200 $188,800 7.00% 15 Monthly payment is NOT 1694.23 first payment broken down into interest is NOT 1,101.23 first payment principal is NOT 592.90 balance at end is NOT 188,207.10 TABLE 15.1 Amortization table (mortgage principal and interest per $1,000) Rate Interest Only 10 Year 15 Year 20 Year 25 Year 30 Year 40 Year 2.000 0.16667 9.20135 6.43509 5.05883 4.23854 3.69619 3.02826 2.125 0.17708 9.25743 6.49281 5.11825 4.29966 3.75902 3.09444 2.250 0.18750 9.31374 6.55085 5.17808 4.36131 3.82246 3.16142 2.375 0.19792 9.37026 6.60921 5.23834 4.42348 3.88653 3.22921 2.500 0.20833 9.42699 6.66789 5.29903 4.48617 3.95121 3.29778 2.625…
Examine the loan of $210,000, 15-year mortgage with an APR of 3.8%. The borrower paid an extra $100 each month towards the principal. Determine the ending balance after the first month? Payment Beginning Monthly Extra Balance Number Payment Payment 1 210,000.00 a. 100.00 2 b. a. 100.00 3 208,351.69 a. 100.00 4 207,521.35 a. 100.00 5 206,686.86 a. 100.00 Towards Towards Interest Principal 1,050.00 1,045.89 d. 1,037.61 1,033.43 Ending Balance 822.10 209,177.90 826.21 830.34 e. 838.67 C. 207,521.35 206,686.86 205,848.19

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