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Amortization Revisit
Suppose you decide to wait 5 years to save up before buying the house. You are able to put a down payment of $30,000 on the house, so that you only need to borrow $170,000 from the bank. Assume the interest rate is still the same, but you are now in a better financial position, and you can pay off the loan in 240 equal monthly payments.
Answer the following questions about this loan.
After making 240 monthly payments, how much of what you paid the bank was interest?
$ . Round to the nearest cent.
Thanks@
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Solved in 2 steps with 2 images
- Saving Later Plan 2: Invest $350 at the end of each month into an account paying 7.5% compounded monthly for 15 years then leave the money in the account earning interest until retirement (making no additional withdrawals or investments until retirement). Using the assumptions above, write down your answer to each of the following questions: 19. Create the following table of values for this investment plan, Saving Later Plan 2, (the table should be handwritten) to find the amount available after 15 years. Write N/A next to any variable that does not apply and write Solve next to the appropriate variable. P = A = t 3D M =Interest Rate? Problem 2 In 4 years, you plan to buy a new car and will need a down payment. How much would you need to invest today in order to have $8,000 in 4 years? Assume interest rates are 4%. Which table will you use for the above calculation? Number of periods? Factor? hapter What is the amount of investment? Problom 3 value of money and Бопа X A P Q S YManual Solving A man has a loan of 500,000 for 10 years at 6.5% annually with annual payments. His payments are 45,000 for the first 5 years and X for the next 5 years. Find X. Construct the amortization schedule for this loan.*
- If you could solve option 5 with the formulas please Option 5: Half the required money is taken out of an investment account that pays monthly interest at a 3% annual rate. The rest of the money is borrowed from a bank at a 4% annual interest rate, should payback within 3 years in equal monthly payments. Find the future value of the money taken from the investment account at the end of the shop development and periodic payments to the bank. Calculate Cumulative interest and principal payments.Question #5 Suppose you are considering a $700,000, 25-year, fully-amortizing loan with 7% annual interest rate. We assume monthly compounding. Assume that the total closing expenses are equal to 3% of the loan amount. After acquiring a property with borrowed funds, if you sell the property after 5 years, then what should be the amortized financing costs in year 5? A) $840 B) $16,800 C) $17,640 D) $18,480 E) $21,00010. Loan amortization and capital recovery After Shipra got a job, the first thing she bought was a new car. She took out an amortized loan for $45,000-with no ($0) down payment. She a to pay off the loan by making annual payments for the next four years at the end of each year. Her bank is charging her an interest rate of 10% year. Yesterday, she called to ask that you help her compute the annual payments necessary to repay her loan. Calculate the annual payment and complete the following loan amortization table: Year Beginning Amount 1 2 3 4 $45,000.00 Payment Interest Paid Principal Paid Ending Balance -$0.02
- K A person purchased a $220,222 home 10 years ago by paying 20% down and signing a 30-year mortgage at 11.1% compounded monthly. Interest rates have dropped and the owner wants to refinance the unpaid balance by signing a new 20-year mortgage at 6.9% compounded monthly. How much interest will refinancing save? Money Saved: $ (Round to the nearest cent as needed.)SUBJECT: ENGINEERING ECONOMICS (a) Identify the Given and the Unknown or what is being asked in the problem (b)Provide the formula to be used (c)Show the complete solution. The final answer is already provided. You plan to deposit P100 into a savings account at the end of each month for the next 5 years. a.)At 3% compounded monthly, how much will you have accumulated at the end of 5 years? b.)How much difference would it make if the payments were made at the beginning of the month rather than at the end? Answer: a.) F = P6,464.67, b.) F value difference = P196.63Question 2: Please draw the Cash Flow on the diagram. You Take a Loan to Buy an Apartment for : 100,000JD Interest Rate : 12.0% Loan Period : 30 years Down payment : 20% Registration Fees : 5% Selling Price @ year 30 : 900,000 JD Calculate the monthly payment=? Calculate the NPV.
- Answer accrding to last two cnditionMortgage, part 1 (The Loan)5 years ago you purchased a home for $215,000. You made a 10% down payment and paid for the rest with a 30 year mortgage with a rate of 4.65%. How much was the down payment? How much of the purchase price did you finance with the loan? What is your monthly payment? Use solver. Clearly write the formula you will use as well as all values used in the formula. How much of the loan is left to pay after the first 5 years? Use solver. Clearly write the formula you will use as well as all values used in the formula. How much did you pay to the lender (total) over the first 5 years? How much of what you paid to the lender in the first 5 years was interest? If you paid this loan for all 30 years, how much interest would you pay?When purchasing a $100,000 house, a borrower is comparing two loan alternatives. The first loan is an 80% loan at 4% with monthly payments of $591.75 for 15 years. The second loan is 90% loan at 5% with monthly payments of $526.13 over 25 years. What is the incremental cost of borrowing the extra money assuming the loan will be held for the full term? O 6.50% O 13.21% O 7.20% O 13.70%