Problem 7-3 (LG 7-4) You plan to purchase an $140,000 house using a 30-year mortgage obtained from your local bank. The mortgage rate offered to you is 4 percent. You will make a down payment of 10 percent of the purchase price. a. Calculate your monthly payments on this mortgage. b. Calculate the amount of interest and, separately, principal paid in the 230th payment. c. Calculate the amount of interest and, separately, principal paid in the 260th payment. d. Calculate the amount of interest paid over the life of this mortgage. (For all requirements, do not round intermediate calculations. Round your answers to 2 decimal places. (e.g.. 32.16)) a, b. Answer is complete but not entirely correct. Amount Monthly payment Amount of interest Amount of principal 601.54 388.99 212.553

Problem 7-3 (LG 7-4) You plan to purchase an $140,000 house using a 30-year mortgage obtained from your local bank. The mortgage rate offered to you is 4 percent. You will make a down payment of 10 percent of the purchase price. a. Calculate your monthly payments on this mortgage. b. Calculate the amount of interest and, separately, principal paid in the 230th payment. c. Calculate the amount of interest and, separately, principal paid in the 260th payment. d. Calculate the amount of interest paid over the life of this mortgage. (For all requirements, do not round intermediate calculations. Round your answers to 2 decimal places. (e.g.. 32.16)) a, b. Answer is complete but not entirely correct. Amount Monthly payment Amount of interest Amount of principal 601.54 388.99 212.553

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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Question 9 You currently have two loans outstanding: a car loan and a student loan. The car loan requires that you pay $394 per month, starting next month for 35 more months. Your student loan is requires that you pay $101 per month, starting next month for the next 95 months. A debt consolidation company gives you the following offer: It will pay off the balances of your two loans today and then charge you $540 per month for the next 40 months, starting next month. If your investments earn 4.52% APR, compounded monthly, how much would you save or lose by taking the debt consolidation company's offer? If you lose, state your answer with a negative sign (e.g., -25,126) Question 10 The current cost of graduate school tuition is $19,921 per year. The cost of tuition is rising at 5% per year. You plan to attend graduate school for 2 years starting 7 years from now. How much do you have to invest today if your savings account earns 3.91% APR compounded annually to just fund your tuition?
12. Amortized loans Mortgages and other amortized loans (meaning equal or blended payments) involve regular payments at fixed intervals. These are sometimes called reverse annuities, because you get a lump-sum amount as a loan in the beginning, and then you make the periodic payments (usually monthly or more frequently, depending on the agreement) to the lender. You've decided to buy a house that is valued at $1 million. You have $400,000 to use as a down payment on the house, and you take out a mortgage for the rest. Your bank has approved your mortgage for the balance amount of $600,000 and is offering you a 25-year mortgage with 12% fixed nominal interest rate (called the APR, or Annual Percentage Rate) compounded semiannually. According to this proposal, what will be your monthly mortgage payment? OOO $7,740 $6,192 $8,359 $9,598 Your friends suggest that you take a 15-year mortgage, because a 25-year mortgage is too long and you will lose a lot of money on interest. If your bank…
Question 6 You borrow $10,000 from a bank for three years at an annual interest rate of 12% compounded semiannually. Monthly payments will be made until all the principal and interest have been paid. What is your monthly payment? Use the editor to format your answer
aa.2 Joe purchases a $100,000 home. Mortgage payments are to be made monthly for 30 years, with the first payment to be made one month from now. The annual effective rate of interest is 5%. After 10 years, the amount of each monthly payment is increased by $325.40 in order to repay the mortgage more quickly. Calculate the amount of interest paid over the duration of the loan.
Vinay
Question 1 A family has a 30-year $880, 000 mortgage at 8% compounded monthly. (1) Find the monthly payment and the total interest paid (2) After 10 years, suppose the family decides to add an extra $150 to its mortgage payment each month. How long will it take the family to pay off the remain mortgage? (3) How much interest will the family save?
Date Name Section 8.7 - Worksheet The Cost of Home Ownership Comparing Mortgage Interest for 30-year rate vs 15-year rate. In the lesson notes example, the $175,500 mortgage was financed with a 30-year fixed rate at 7.5%. The total interest paid over 30 years was approximately $266,220. a) Use the loan payment formula for installment loans to find the monthly payment if the time of the mortgage is reduced to 15 years. Round to the nearest dollar. b) Find the total interest paid over 15 years. c) How much interest is saved by reducing the mortgage from 30 to 15 years?
son.3
Chapter 7 Self Test Problem #2
Question 2 Assuming you only make the required monthly payments, how much will you still owe on 30 year mortgage at the end of 139 months. Assume an initial principal amount of 525,587 and an APR of 3% with monthly compounding.
Question Help 5.5.15 A $244,500 mortgage for 15 years for a new home is obtained at the rate of 8.9% compounded monthly. Find (a) the monthly payment, (b) the interest in the first payment, (c) the principal repaid in the first payment, and (d) the finance charge. (a) The monthly payment on the mortgage is $ (Round the final answer to two decimal places as needed. Round all intermediate values to six decimal places as needed.)
13. Mortgage payments Mortgages, loans taken to purchase a property, involve regular payments at fixed intervals and are treated as reverse annuities. Mortgages are the reverse of annuities, because you get a lump-sum amount as a loan in the beginning, and then you make monthly payments to the lender. You've decided to buy a house that is valued at $1 million. You have $100,000 to use as a down payment on the house, and want to take out a mortgage for the remainder of the purchase price. Your bank has approved your $900,000 mortgage, and is offering a standard 30-year mortgage at a 10% fixed nominal interest rate (called the loan's annual percentage rate or APR). Under this loan proposal, your mortgage payment will be per month. (Note: Round the final value of any interest rate used to four decimal places.) Your friends suggest that you take a 15-year mortgage, because a 30-year mortgage is too long and you will pay a lot of money on interest. If your bank approves a 15-year, $900,000…

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