The Garcia family has decided to pay the price of $375,000 for a new home. Their bank offers a 5.4% 30-year loan with 15% down, resulting in a monthly payment of $1790. Find the following. Round to the nearest dollar. Do not use commas. Down payment $ Mortgage $ Total number of months Total amount they will pay for the house. $ Amount of interest paid. $

The Garcia family has decided to pay the price of $375,000 for a new home. Their bank offers a 5.4% 30-year loan with 15% down, resulting in a monthly payment of $1790. Find the following. Round to the nearest dollar. Do not use commas. Down payment $ Mortgage $ Total number of months Total amount they will pay for the house. $ Amount of interest paid. $

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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Gerritt wants to buy a car that costs $27,000. The interest rate on his loan is 5.35 percent compounded monthly and the loan is for 5 years. What are his monthly payments? Multiple Choice (select the correct answer) $511.58 $539.56 $496.74 $513.86 $524.73
This problem is a complex financial problem that requires several skills, perhaps some from previous sections.Clark and Lana take a 30-year home mortgage of $122,000 at 7.4%, compounded monthly. They make their regular monthly payments for 5 years, then decide to pay $1300 per month. (a) Find their regular monthly payment. (Round your answer to the nearest cent.)$ (b) Find the unpaid balance when they begin paying the $1300. (Round your answer to the nearest cent.)$ (c) How many payments of $1300 will it take to pay off the loan? Give the answer correct to two decimal places. monthly payments(d) Use your answer to part (c) to find how much interest they save by paying the loan this way. (Round your answer to the nearest cent.)
Chris can afford to pay $2,250 per month for a mortgage to buy a home. The bank will charge him 6.75% for a 30 year loan. How much can Chris borrow to buy a home? Multiple Choice $28,636 $2,613,298 $346,902 $810,000
Mateo and Klaus have now saved up their down payment to buy a home, but they still need to borrow to cover the rest. For the home they want this will require a mortgage of $585,000 to cover the remaining amount and they're not sure whether they could afford the monthly loan payments. The bank has offered them a mortgage interest rate of 5.15%, compounded semi-annually. How much would they have to be able to afford to pay each month in order to pay off their mortgage in 25 years? [Blank-1]What is the total amount of interest that would be paid to the lender after 25 years of payments? [Blank-2]What if Mateo and Klaus could only afford a monthly payment of $2,500? What would be the maximum mortgage amount they could afford to borrow from the bank, if all the other conditions were the same? [Blank-1]What is the total amount of interest that would be paid to the lender over 25 years? [Blank-2]
Please solve part c and d Don't copy from another source.
The McBertys have $20,000 in savings to use as a down payment on a new home. They also have determined that they can afford between $1,500 and $1,800 per month for mortgage payments. If the mortgage rates are 11% per year compounded monthly, what is the price range for houses they should consider for a 30-year loan? (Enter solutions from smallest to largest. Round your answers to the nearest cent.)$ to $
III. Assume compound interest is used to solve the following problems. 1. Stanley borrowed $4500.00 from his credit union to do some home renovations. The loan has an annual interest rate of 5.75% and an amortization period of 3 years. a. What is Stanley's monthly payment? b. Calculate the total amount he will pay over 3 years. G Calculate the finance charge on the loan. 2. Adele wants to buy a used car that costs $2900.00. She has $1100.00 saved up for a down payment. a. How much will Adele have to borrow to buy the car? b. She can get a loan at 6.50% per annum with an amortization period of 2 years. What will be her monthly payment? c. What will be the total she pays for the loan? d. How much will the car cost? 3. Calculate the monthly payment, the total amount paid, and the finance charge for the following loans: a $2000.00 at 8.00% per annum for 3 years; b. $10 000.00 at 6.25% per annum for 5 years; and c. $1500.00 at 3.75% per annum for 2 years. 4. Harley used her credit card to…
This problem is a complex financial problem that requires several skills, perhaps some from previous sections. Clark and Lana take a 30-year home mortgage of $124,000 at 7.5%, compounded monthly. They make their regular monthly payments for 5 years, then decide to pay $1400 per month. (a) Find their regular monthly payment. (Round your answer to the nearest cent.) $ (b) Find the unpaid balance when they begin paying the $1400. (Round your answer to the nearest cent.) $ (c) How many payments of $1400 will it take to pay off the loan? Give the answer correct to two decimal places. monthly payments (d) Use your answer to part (c) to find how much interest they save by paying the loan this way
The Fritzes are buying a house that sells for $107,000. The bank is requiring a minimum down payment of 20%. To obtain a 40-year mortgage at 9.5% interest, they must pay 4 points at the time of closing. a) Determine the required down payment. b) Determine the amount of the mortgage on the property with the 20% down payment. c) Find the cost of 4 points on the mortgage. a) The required down payment is S
A young couple buying their first home borrow $90,000 for 30 years at 7.4%, compounded monthly, and make payments of $623.14. After 4 years, they are able to make a one-time payment of $2,000 along with their 48th payment. (a) Find the unpaid balance immediately after they pay the extra $2,000 and their 48th payment. (Round your answer to the nearest cent.) (b) How many regular payments of $623.14 will amortize the unpaid balance from part (a)? Give the answer to one decimal point. (c) How much will the remaining debt be after the number of full payment periods in part (b) is made? (Round your answer to the nearest cent.) (d) How much will the couple pay over the life of the loan by paying the extra $2,000? (Round your answer to the nearest cent.) (e) How much will the couple save over the life of the loan by paying the extra $2,000? (Use your answer from part (b). Round your answer to the nearest cent.)

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