Lender Loan Process: Workshop Flashcards
Points represent prepaid interest, and the lender charges them to get additional income on the loan. Points are paid at closing and are usually equal to
1 percent of the loan amount.
Two (2) points on a $75,000 loan would be $1,500.
$75,000 x .01 x 2 points
Discount points are a means of raising the effective interest rate of the loan.
The rule of thumb is 1/8 percent for each discount point. So a charge of 4 points would increase a 7.25 percent mortgage to a 7.75 percent yield.
4 points x 1/8 percent = 4/8 = .50 percent
7.25 + .50 = 7.75 percent
Laura is getting an $85,000 loan at 7 percent and will pay 3 origination points. What will the point cost be and what will the effective interest rate be?
Point cost: $2,550
$85,000 x .01 x 3 points
Effective interest rate: 7 percent (Origination points do not change the effective rate of the interest.)
Bill and Jenna are getting a $175,000 loan at 8 percent and will pay 4 discount points. What will the point cost be and what will the effective interest rate be?
Point cost: $7,000 $175,000 x .01 x 4 points Effective interest rate: 8.5 percent 4 points x 1/8 percent = 4/8 = .50 percent 8.0 + .50 = 8.5 percent
Hal is getting a $65,000 loan at 9 percent and will pay 2 discount points. What will the point cost be and what will the effective interest rate be?
Point cost: $1,300 $65,000 x .01 x 2 points Effective interest rate: 9.25 percent 2 points x 1/8 percent = 2/8 = .25 percent 9.0 + .25 = 9.25 percent
Neil and Jennifer will get a $285,000 loan at 7.5 percent and will pay 1 origination point and 2 discount points. What will the point cost be and what will the effective interest rate be?
Point cost: $8,550
$285,000 x .01 x 3 points (They are paying 3 total points.)
Effective interest rate: 7.75 percent
2 points x 1/8 percent = 2/8 = .25 percent (Only 2 of the 3 points are discount points.)
7.5 + .25 = 7.75 percent
let’s see how the lender allocates the interest and principal.
Loan is $90,000
Rate is 5.75 percent per year
Monthly payment is $525.22
$90,000 x .0575 = $5,175 yearly interest due
$5,175 ÷ 12 = $431.25 first month’s interest
$525.22 - $431.25 = $93.97 first month’s principal
Now the lender will subtract the principal payment from the initial loan balance to arrive at the loan balance for next month’s calculation.
$90,000 - $93.97 = $89,906.03
Here’s the calculation for the third month of Julie and Bob’s mortgage.
Current loan balance $89,811.61
Rate is 5.75 percent per year
Monthly payment is $525.22
$89,811.61 x .0575 = $5,164.17 yearly interest
$5,164.17 ÷ 12 = $430.35 third month’s interest
$525.22 - $430.35 = $94.87 third month’s principal
New balance for next month’s calculation.
$89,811.61 - $94.87 = $89,716.74
Gary and Sue want to purchase a home for $92,000. Here are the facts, along with how the lender will calculate the income ratio.
Total amount of new house payment: $900.00
Gary and Sue’s gross monthly income: $4,000.00
Divide total house payment by gross monthly income:
$900 ÷ $4,000
Income ratio: 22.5%
Now here’s how the lender will calculate the debt ratio.
Total amount of new house payment:$900.00
Total amount of monthly recurring debt: $725.00
Total amount of monthly debt: $1,625.00
Gary and Sue’s gross monthly income: $4,000.00
Divide total monthly debt by gross monthly income:
$1,625÷$4,000
Debt ratio: 40.62%
The 12 month/360 day method
calculates the amounts due based on a 360-day year and a 30-day month. The steps of this method are as follows.
The 365-day method calculates the amounts on the basis of a 365-day year.
- Identify an item and the amount needing to be prorated.
- Divide by 365 to get the daily rate. (Divide by 366 in a leap year.)
- Multiply the daily rate by the number of days the seller owned the property before closing to get the seller’s share.
- Subtract the seller’s prorated amount from the starting amount to get the buyer’s prorated amount.
Break-even Analysis
Break-even analysis is the chief method used to estimate the potential profitability of a real estate investment. This involves determining the investment’s break-even point, which is the point at which the gross income is equal to a total of the fixed costs, plus all of the variable costs that were incurred to generate the gross income.
Break-even point is calculated using this formula:
Break-even = Fixed costs ÷ (1- Variable cost ratio)
Lenders estimate an income property’s value from its capitalization rate using the following formula:
Value = income ÷ rate