Susan Carver will purchase a home for $430,000. She will use a down payment of 16% and finance the remaining portion at 7.2%, compounded monthly for 20 years. Complete parts (a) through (c) below. What will be the monthly payment?
Q: None
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Susan Carver will purchase a home for $430,000. She will use a down payment of 16% and finance the remaining portion at 7.2%, compounded monthly for 20 years. Complete parts (a) through (c) below.
What will be the monthly payment?
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- Susan Carver will purchase a home for $280,000. She will use a down payment of 18% and finance the remaining portion at 5.7%, compounded monthly for 30 years. Complete parts (a) through (c) below. (a) What will be the monthly payment? Susan will pay $______ each month. (Round to the nearest cent as needed.) (b) How much will remain on the loan after making payment for 12 year. The amount remaining on the loan will be $______ (c) How much interest will be paid on the total amount of the loan over the course of 30 years? The amount of interest that will be paid is $____ (Round to the nearest cent as needed.)Mrs. Lim's purchase contract for a house and lot specifies that she will pay $500,000 cash and $45,000 at the end of each month for 10 years at the interest rate of 17% converted monthly. What is the cash value of the house and lot? Round off answer to the nearest peso.Ms. Anderson plans to purchase a home for $300,000. She intends to pay 20% of the purchase price as down payment, and finance the remainder over 20 years at 4.75% interest. a) What will be her monthly payment (principal and interest)? b) Calculate the total amount of interest paid over the term of the mortgage. c) How much interest is paid in the first month?
- Moon purchases a lot for $300,000. Moon agrees to pay $25,000 dollars at the end of each year. If the interest rate is 4% compounded annually, how many full payments must be made, and what will be the size of the concluding payment one year after the last full payment? How to enter into TVM Solver??Maria Addai has been offered a future payment of $750 2 years from now. If she can earn 6.5%, compounded annually, on her investment, what should she pay for this investment today?sky wants to purchase a new house that cost 1,440,000. The bank agrees to provide a loan to fixed interest rate of 5.88%. Compute her amortization when spread over a. 5 years b. 10 years. which loan term will she avail if she is recieving a salary of 20,000 per month
- Bridget Jones has a contract in which she will receive the following payments for the next five years: $3,000, $4,000, $5,000, $6,000, $7,000. She will then receive an annuity of $10,500 a year from the end of the sixth year through the end of the fifteenth year. The appropriate discount rate is 13 percent. a. What is the present value of all future payments? (Use Excel to arrive at the answer. Round the final answer to the nearest dollar amount.) Present value b. If she is offered a buyout of the contract for $32,000, should she do it? Yes NoJulie and Rex Parker plan to buy a $310,000 home, paying 20% downpayment and financing the balance at 4% for 30 years. The taxes are $6000 per year, with annual insurance costing $650 per year. Find the monthly payment (including taxes and insurance). Use the real estate amortization table to find the monthly payment. Loan Payoff Table Number of Months APR 18 24 30 36 42 48 54 60 APR 8% .05914 .04523 .03688 .03134 .02738 .02441 .02211 .02028 8% 9% .05960 .04568 .03735 .03180 .02785 .02489 .02259 .02076 9% 10% .06006 .04615 .03781 .03227 .02832 .02536 .02307 .02125 10% 11% .06052 .04661 .03828 .03274 .02879 .02585 .02356 .02174 11% 12% .06098 .04707 .03875 .03321 .02928 .02633 .02406 .02225 12% 13% .06145 .04754 .03922 .03369 .02976 .02683 .02456 .02275 13% 14% .06192 .04801 .03970 .03418 .03025 .02733 .02507 .02327 14% 15% .06238 .04849 .04018 .03467 .03075 .02783 .02558 .02379 15% 16% .06286 .04896 .04066 .03516 .03125 .02834 .02610 .02432 16% 17% .06333 .04944 .04115 .03565 .03176…Amy purchases an annuity that will give her payments of R at the end of each quarter for seven years. She will receive the first of these payments in 1.5 years. If Amy paid $50,000 for this annuity and will earn a nominal rate of interest of 6% compounded quarterly,(a) write the equation of value (using the appropriate actuarial notation) for this annuity at the time of purchase. Be sure to indicate the effective rate per payment period being used.(b) find the value of R.
- Jim and Joan Miller are borrowing $120,000 at 6.5% per annum compounded monthly for 30 years to purchase a home. Their monthly payment is determined to be $758.48. You need to present Jim and Joan with a report detailing the following: A recursive formula for their balance after each monthly payment has been made. A determination of Jim and Joan's balance after the first payment. Use a spreadsheet or graphing utility to create a table showing their balance after each monthly payment. Determine when the balance will be below $75,000. Determine when the balance will be paid off. Determine the interest expense when the loan is paid.Patricia was receiving rental payments of $2, 000 at the beginning of every month from the tenants of her commercial property. What would be the value of her property in the market if she wants to sell it, assuming a market capitalization rate of 6.50% compounded annually?Bryce and David plan to purchase a home for $176,000. They will pay 20% down and finance the remainder for 15 years at the APR of 8.2%, compounded monthly. a) How large are the monthly payments? $ b) What will be their loan balance right after they have made their 156th payment? $ c) How much interest will they pay during the 13th year of the loan? $ d) If they were to increase their montly payments by $120, how long would it take to pay off the loan? Give your answer in whole months.
