Appendix HOW TO USE THE CONSTANT TABLES Flashcards

1
Q

What is the purpose of the financial tables provided?

A

To assist in problem solving for mortgage financing without complicated calculators.

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2
Q

How many basic factors are there in mortgage problem solving?

A

Seven basic factors.

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3
Q

List the seven basic factors in mortgage problem solving.

A
  • Time allowed
  • Contract rate
  • Contract principal
  • Constant payment percent
  • Actual payment
  • Early repayment
  • Mortgage holder’s actual yield
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4
Q

What does ‘Time Allowed’ refer to in mortgage financing?

A

The period set for the repayment of the debt.

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5
Q

What is the ‘Contract Principal’?

A

The amount of money borrowed at the creation of the loan.

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6
Q

What is a ‘balloon payment mortgage’?

A

A mortgage with a repayment schedule longer than the actual payoff date.

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7
Q

How does the number of payments affect the monthly payment amount?

A

A greater number of payments will cause a lower monthly payment.

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8
Q

In a 20-year mortgage, how is the monthly principal payment calculated?

A

By dividing the contract principal by the total number of payments (240 months).

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9
Q

What is a ‘constant payment mortgage’?

A

A loan where the monthly payment is a set amount for the time allotted.

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10
Q

What three factors are considered in calculating the actual payment amount?

A
  • Time allowed
  • Original contract principal
  • Contract rate
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11
Q

What is the ‘Contract Rate’?

A

The interest rate used to calculate the payment.

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12
Q

True or False: The contract rate is always the same as the actual interest charged.

A

False.

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13
Q

How is the monthly interest rate calculated from an annual contract rate?

A

By dividing the annual rate by 12.

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14
Q

What happens to the principal owed in a mortgage with reduced payments in early years?

A

The principal owed increases as unpaid interest is added back to the balance.

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15
Q

What can cause hardships in later years of a mortgage?

A

Changes in interest rates or balloon payments coming due.

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16
Q

What is the ‘Contract Principal’ at the start of the loan process?

A

The initial amount of the loan.

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17
Q

Fill in the blank: The formula for calculating compound interest is ______.

A

Contract principal (1 + Contract rate)^n.

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18
Q

What does the variable ‘n’ represent in the compound interest formula?

A

The number of periods.

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19
Q

How does compounding frequency affect the total payoff amount?

A

More frequent compounding results in a greater end result.

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20
Q

What is the ‘Constant Payment Percent’?

A

A percentage of the principal remaining that results in a combined principal and interest repayment.

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21
Q

True or False: The constant payment percent is the same for all loans.

A

False.

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22
Q

What is the significance of the constant payment percent in mortgage repayment?

A

It helps determine the repayment amount based on the remaining balance.

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23
Q

What is the constant payment percentage for an 18-year mortgage at 12 percent?

A

13.583 percent

This percentage is used to calculate the annual total of monthly payments.

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24
Q

How do you calculate the monthly payment from the annual total?

A

Divide the annual total by 12.

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25
What is the principal amount assumed in the example calculation?
$50,000.
26
What is the annual total payment for a principal of $50,000 at 12 percent?
$6,791.50.
27
True or False: Most amortization tables provide monthly payment amounts.
True.
28
What is the total annual payment if the monthly payment is $428.34?
$5,140.03.
29
If a mortgage has a monthly payment of $1,428.50 and $150,000 principal remaining, what is the first step to find the interest rate?
Convert the payment to an annual total by multiplying by 12.
30
What is the constant rate for a mortgage with a monthly payment of $1,428.50 and $150,000 principal?
11.428.
31
What is the formula to find the contract principal using total annual payment and constant rate?
Total annual payment divided by Constant rate.
32
What does Table A represent?
Monthly payment percentages for amortizing mortgages.
33
What does Table B represent?
Annual payment percentages for amortizing mortgages.
34
Fill in the blank: The actual payment can be _______.
[monthly, quarterly, semiannually, or annually].
35
What is early repayment in the context of mortgages?
Paying off the mortgage before the scheduled end of the term.
36
What is a potential benefit of early repayment for investors?
It can generate immediate cash from the sale of mortgage holdings.
37
What is a balloon payment?
A large final payment due at the end of a loan term.
38
In the example, what is the principal amount of the second mortgage taken back by Able?
$500,000.
39
What is the constant rate for a 20-year mortgage at 8 percent?
10.037 percent.
40
What is the annual payment of the second mortgage calculated in the example?
$50,185.00.
41
What is the yield achieved from the mortgage investment if it is sold at a discount?
22.34%.
42
What happens to the yield if the borrower fails to meet obligations?
The yield could slip into the negative.
43
What is the critical factor to consider when investing in mortgages?
Understanding the mortgage, borrower, and property condition.
44
What is the monthly payment for a loan of $100,000 at 12 percent over 25 years?
$1,053.25.
45
How is the monthly payment calculated using a constant rate?
Multiply the gross loan outstanding by the constant rate, then divide by 12.
46
What does the term 'amortizing mortgage' refer to?
A mortgage where the monthly payment remains the same throughout the term.
47
What percentage is used to represent the monthly payment when using the amortization tables?
The constant rate.
48
How should you place the decimal point when calculating percentages?
Move the decimal point two places to the left.
49
What should you do when using Table A to find monthly payments?
Divide the annual payment by 12
50
When performing a percentage calculation, where should you move the decimal point?
Two places to the left
51
How do you check your calculator for accuracy?
Multiply $100,000 by 0.12639 and verify the result
52
What is the constant rate for a 30-year mortgage at 15 percent interest?
15.173
53
What is the formula to find the interest rate when the term and payment are known?
Annual payment divided by loan amount owed
54
If the annual payment is $9,669.60 and the loan amount is $80,000, what is the result of the calculation?
0.12087
55
What is the next step after obtaining 0.12087 in the interest rate calculation?
Move the decimal over two places to the right
56
How do you find the mortgage amount when term, interest, and payment are known?
Get annual payment, find constant rate, divide annual payment by constant
57
What is the annual payment for a mortgage with a monthly payment of $805?
$9,660.00
58
What constant rate corresponds to a 10.5 percent interest rate for a 20-year mortgage?
11.670 percent
59
How do you find the term of years when you know the amount owed, interest rate, and payment?
Calculate annual payment, divide by loan amount owed, adjust decimal
60
What is the annual payment for a mortgage with a monthly payment of $970?
$11,640
61
What is the discount percentage when selling a mortgage?
Divide the price of the mortgage by the face amount owed
62
What constant rate corresponds to a 10 percent interest rate for a 10-year mortgage?
15.858 percent
63
How do you calculate the discount needed for a mortgage?
Divide existing constant by desired constant and move decimal
64
What is the price a buyer would pay for a $50,000 mortgage at a discount of 81.97 percent?
$40,985
65
How do you find the new yield of a discounted mortgage?
Divide the constant rate by the discount percentage
66
What is the constant at the contract rate for a $35,000 mortgage at 11 percent interest?
22.841 percent
67
If you pay $25,000 for a $35,000 mortgage, what is the discount percentage?
71.43 percent
68
What is the average yield earned if the return is $13,634.60 on a $25,000 mortgage?
54.54 percent
69
What happens if mortgages calculated are less than annual payments?
Slight errors will occur, but it won't warrant not using the table
70
What does a constant annual payment percentage represent?
The percentage that when multiplied by the loan balance gives the annual payment