EMI = Loan / PVAF (r%, n)
r is int Rate per month
n is No. of Months
EMI = Loan / PVAF (r%, n)
= $ 17,000 / PVAF (0.65%, 48)
= $ 17,000 / 41.1199
= 413.43
Loan AMortization:
| Month | Opening Bal | Instalment | Int | Principal Repay | Closing Bal |
| 1 | $ 17,000.00 | $ 413.43 | $ 110.50 | $ 302.93 | $ 16,697.07 |
| 2 | $ 16,697.07 | $ 413.43 | $ 108.53 | $ 304.89 | $ 16,392.18 |
| 3 | $ 16,392.18 | $ 413.43 | $ 106.55 | $ 306.88 | $ 16,085.30 |
| 4 | $ 16,085.30 | $ 413.43 | $ 104.55 | $ 308.87 | $ 15,776.43 |
| 5 | $ 15,776.43 | $ 413.43 | $ 102.55 | $ 310.88 | $ 15,465.55 |
| 6 | $ 15,465.55 | $ 413.43 | $ 100.53 | $ 312.90 | $ 15,152.65 |
| 7 | $ 15,152.65 | $ 413.43 | $ 98.49 | $ 314.93 | $ 14,837.72 |
| 8 | $ 14,837.72 | $ 413.43 | $ 96.45 | $ 316.98 | $ 14,520.74 |
| 9 | $ 14,520.74 | $ 413.43 | $ 94.38 | $ 319.04 | $ 14,201.70 |
| 10 | $ 14,201.70 | $ 413.43 | $ 92.31 | $ 321.11 | $ 13,880.59 |
| 11 | $ 13,880.59 | $ 413.43 | $ 90.22 | $ 323.20 | $ 13,557.38 |
| 12 | $ 13,557.38 | $ 413.43 | $ 88.12 | $ 325.30 | $ 13,232.08 |
| 13 | $ 13,232.08 | $ 413.43 | $ 86.01 | $ 327.42 | $ 12,904.66 |
| 14 | $ 12,904.66 | $ 413.43 | $ 83.88 | $ 329.55 | $ 12,575.12 |
| 15 | $ 12,575.12 | $ 413.43 | $ 81.74 | $ 331.69 | $ 12,243.43 |
| 16 | $ 12,243.43 | $ 413.43 | $ 79.58 | $ 333.84 | $ 11,909.59 |
| 17 | $ 11,909.59 | $ 413.43 | $ 77.41 | $ 336.01 | $ 11,573.57 |
| 18 | $ 11,573.57 | $ 413.43 | $ 75.23 | $ 338.20 | $ 11,235.38 |
| 19 | $ 11,235.38 | $ 413.43 | $ 73.03 | $ 340.40 | $ 10,894.98 |
| 20 | $ 10,894.98 | $ 413.43 | $ 70.82 | $ 342.61 | $ 10,552.37 |
| 21 | $ 10,552.37 | $ 413.43 | $ 68.59 | $ 344.84 | $ 10,207.54 |
| 22 | $ 10,207.54 | $ 413.43 | $ 66.35 | $ 347.08 | $ 9,860.46 |
| 23 | $ 9,860.46 | $ 413.43 | $ 64.09 | $ 349.33 | $ 9,511.13 |
| 24 | $ 9,511.13 | $ 413.43 | $ 61.82 | $ 351.60 | $ 9,159.53 |
| 25 | $ 9,159.53 | $ 413.43 | $ 59.54 | $ 353.89 | $ 8,805.64 |
| 26 | $ 8,805.64 | $ 413.43 | $ 57.24 | $ 356.19 | $ 8,449.45 |
| 27 | $ 8,449.45 | $ 413.43 | $ 54.92 | $ 358.50 | $ 8,090.94 |
| 28 | $ 8,090.94 | $ 413.43 | $ 52.59 | $ 360.83 | $ 7,730.11 |
| 29 | $ 7,730.11 | $ 413.43 | $ 50.25 | $ 363.18 | $ 7,366.93 |
| 30 | $ 7,366.93 | $ 413.43 | $ 47.89 | $ 365.54 | $ 7,001.39 |
Closing Bal after 2.5 Years is $ 7001.39
4. -/1 points HarMathAp 126.5.015.MI. My Notes Ask Your Teacher When Maria Acosta bought a car 2 years ago, she bor...
When Maria Acosta bought a car 2 and a half years ago, she borrowed $11,000 for 48 months at 6.6% compounded monthly. Her monthly payments are $261.37, but she'd like to pay off the loan early. How much will she owe just after her payment at the 2 and a half year mark? (Round your answer to the nearest cent.)
When Maria Acosta bought a car 2 1/2 years ago, she borrowed $12,000 for 48 months at 6.6% compounded monthly. Her monthly payments are $285.13, but she'd like to pay off the loan early. How much will she owe just after her payment at the 2 1/2-year mark? (Round your answer to the nearest cent.)
3. -/1 points HarMathAp 12 6.4.007. My Notes Ask Your Teacher With a present value of $125,000, what is the size of the withdrawals that can be made at the end of each quarter for the next 10 years of money is worth 6.2% compounded quarterly? (Round your answer to the nearest cent.) Need Help? Read Watch It Talk to a Tutor My Notes Ask Your Teacher 4. -/1 points HarMathAp 12 6.4.009. that our compounded quarterly and
-11 points TanFin 12 5.3.036. My Notes Ask Your Teacher Yumi's grandparents presented her with a gift of $20,000 when she was 9 years old to be used for her college education. Over the next years, until she turned 17, Yumi's parents had invested her money in a tax-free account that had yielded interest at the rate of 4.5/year compounded monthly. Upon turning 17. Yumi now plans to withdraw her funds in equal annual installments over the next 4 years,...
Submit Answer Practice Another Version -/3 points HarMathAp 12 6.5.017. My Notes Ask Your Teacher The problem describes a debt to be amortized (Round your answers to the nearest cent.) A man buys a house for $370,000. He makes a $150,000 down payment and amortizes the rest of the purchase price with semiannual payments over the next years. The interest rate on the debt is 5%, compounded semiannually (a) Find the size of each payment. (b) Find the total amount...
5. -/1 points HarMathAp 12 6.4.011. My Notes Ask Your Teacher Suppose that a 25-year government bond has a maturity value of $1000 and a coupon rate of 9%, with coupons paid semiannually. Find the market price of the bond if the yield rate is 8% compounded semiannually. (Round your answer to the nearest cent.) Is this bond selling at a discount or at a premium? discount premium Need Help?
7. -/3 points HarMath Ap 12 6.5.017. My Notes Ask Your Teacher The problem describes a debt to be amortized. (Round your answers to the nearest cent.) A man buys a house for $320,000. He makes a $150,000 down payment and amortizes the rest of the purchase price with semiannual payments over the next 13 years. The interest rate on the debt is 13%, compounded semiannually. (a) Find the size of each payment. (b) Find the total amount paid for...
7. + 1/2 points Previous Answers CraudColAlg6 1.1.EX.018.MI. 6/100 Submissions Used My Notes Ask Your Teacher You are buying a new car, and you plan to finance your purchase with a loan you will repay over 48 months. The car dealer offers two options: either dealer financing with a low APR, or a $2000 rebate on the purchase price. If you use dealer financing, you will borrow $14,000 at an APR of 3.3%. If you take the rebate, you will...
1. /16.66 points ASWSBE13 13.E.002.MI My Notes Ask Your Teacher You may need to use the appropriate technology to answer this question. In a completely randomized design, eight experimental units were used for each of the five levels of the factor. Complete the following ANOVA table. (Round your values for MSE and F to two decimal places, and your p-value to four decimal places.) Sum Source of Variation of Squares Degrees of Freedom Mean Square p-value 300 Error Total 480...
9. -/1 points HarMathAp 12 6.4.029. My Notes Ask Your Teacher Recent sales of some real estate and record profits make it possible for a manufacturer to set aside $700,000 in a fund to be used for modernization and remodeling. How much can be withdrawn from this fund at the beginning of each half-year for the next 4 years of the fund earns 7.5%, compounded semiannually? (a) Decide whether the problem relates to an ordinary annuity or an annuity due...