Question

When taking out a home loan, you are able to buy points to lower your interest rate. One point will cost you $3,000. If you purchase three points, it will lower your monthly payment by $120. Ignoring the time value of money, what is the minimum length of time you will need to keep your loan to make it worth purchasing the points? Group of answer choices: 5.8 years 5.4 years 6.3 years 7.1 years 2. Corrected_text: A buyer and seller agreed on a purchase price of $365,000 for a home. Unfortunately, the home only appraised for $360,000, and the seller is unwilling to lower the price. If the buyer's lender requires an 80% maximum Loan-to-Value ratio, what is the amount of the down payment the buyer must have? Group of answer choices: $78,000 $77,000 $73,000 $68,000 $72,000 3. Corrected_text: A borrower has $22,000 saved up for a down payment on a home. If her lender will allow a Loan-to-Value ratio of 95%, what is the maximum home price she can afford? (Ignore closing costs.) Group of answer choices: $396,000 $462,000 $440,000 $418,000 $410,000 Title_with_topic: 1. Home Loan Points and Minimum Length of Time 2. Purchase Price, Appraisal, and Down Payment 3. Down Payment and Maximum Home Price

          When taking out a home loan, you are able to buy points to lower your interest rate. One point will cost you $3,000. If you purchase three points, it will lower your monthly payment by $120. Ignoring the time value of money, what is the minimum length of time you will need to keep your loan to make it worth purchasing the points?

Group of answer choices:
5.8 years
5.4 years
6.3 years
7.1 years

2. Corrected_text: A buyer and seller agreed on a purchase price of $365,000 for a home. Unfortunately, the home only appraised for $360,000, and the seller is unwilling to lower the price. If the buyer's lender requires an 80% maximum Loan-to-Value ratio, what is the amount of the down payment the buyer must have?

Group of answer choices:
$78,000
$77,000
$73,000
$68,000
$72,000

3. Corrected_text: A borrower has $22,000 saved up for a down payment on a home. If her lender will allow a Loan-to-Value ratio of 95%, what is the maximum home price she can afford? (Ignore closing costs.)

Group of answer choices:
$396,000
$462,000
$440,000
$418,000
$410,000

Title_with_topic: 
1. Home Loan Points and Minimum Length of Time
2. Purchase Price, Appraisal, and Down Payment
3. Down Payment and Maximum Home Price
        
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Added by Alvaro S.

Horngren’s Cost Accounting
Horngren’s Cost Accounting
Srikant M. Datar, Madhav V. Rajan 16th Edition
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When taking out a home loan, you are able to buy points to lower your interest rate. One point will cost you $3,000. If you purchase three points, it will lower your monthly payment by $120. Ignoring the time value of money, what is the minimum length of time you will need to keep your loan to make it worth purchasing the points? Group of answer choices: 5.8 years 5.4 years 6.3 years 7.1 years 2. Corrected_text: A buyer and seller agreed on a purchase price of $365,000 for a home. Unfortunately, the home only appraised for $360,000, and the seller is unwilling to lower the price. If the buyer's lender requires an 80% maximum Loan-to-Value ratio, what is the amount of the down payment the buyer must have? Group of answer choices: $78,000 $77,000 $73,000 $68,000 $72,000 3. Corrected_text: A borrower has $22,000 saved up for a down payment on a home. If her lender will allow a Loan-to-Value ratio of 95%, what is the maximum home price she can afford? (Ignore closing costs.) Group of answer choices: $396,000 $462,000 $440,000 $418,000 $410,000 Title_with_topic: 1. Home Loan Points and Minimum Length of Time 2. Purchase Price, Appraisal, and Down Payment 3. Down Payment and Maximum Home Price
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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 12% fixed nominal interest rate (called the loan's annual percentage rate or APR). Under this loan proposal, your mortgage payment will be $9,442.53 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 in interest. If your bank approves a 15-year, $900,000 loan at a fixed nominal interest rate of 12% (APR), then the difference in the monthly payment of the 15-year mortgage and 30-year mortgage will be $3,381.92. (Note: Round the final value of any interest rate used to four decimal places.) It is likely that you won't like the prospect of paying more money each month, but if you do take out a 15-year mortgage, you will make far fewer payments and will pay a lot less in interest. How much more total interest will you pay over the life of the loan if you take out a 30-year mortgage instead of a 15-year mortgage? $1,777,192.70 $1,916,035.88 $1,388,431.80 $1,638,349.52 Which of the following statements is not true about mortgages? The payment allocated toward principal in an amortized loan is the residual balance—that is, the difference between the total payment and the interest due. Mortgages always have a fixed nominal interest rate. The ending balance of an amortized loan contract will be zero.

Sri K.


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Transcript

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00:01 Hello everyone, welcome to this video.
00:03 So here we are given with monthly payment m is equal to 753 .33 dollar and we are given that rate of interest for two cases.
00:20 So the first case let us take 14 .75 percentage for annually.
00:27 So dividing by 12 we get so for each month the rate of interest will be 0 .01429 then m that is the number of payments.
00:45 So here it is 30 years.
00:49 So multiplying with 12 we get 360 month.
00:53 Now let us calculate the principal amount using the formula m is equal to p into r 1 plus r power n divided by 1 plus r power n minus 1.
01:15 Now using the given values which we have so let us plug in and find out the answer.
01:23 Here m value is 753 .33 which is equal to p into r value we have 0 .01229 into 1 plus r value that is 0 .01229 whole power 360 divided by 1 plus 0 .01229 power 360 minus 1.
02:06 Now to find the p value let us consider 753 .33 into here it will become 1 .01229 whole power 360 minus 1 divided by 0 .01229 into 1 .01229 whole power 360.
02:46 Here the p value will be after evaluating we get which is approximately equal to 48 ,842 dollars.
02:59 So this is our p value here.
03:02 Now the question is can we afford a home for this amount.
03:10 So here the answer is we can't afford to buy home since we need to borrow.
03:32 We need to borrow 100 ,000 dollars.
03:43 So we can only borrow 48 ,842 dollars...
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