Real Estate Financing Flashcards
how to calculate the LTV
the amount of the loan divided by the amount of the home
answer is in percentage form
To express the increase of equity as a percentage, you would use this formula:
first find the six ingredients
THEN:
(New equity - Initial equity) ÷ Initial equity = Percentage increase in equity
when a house has appreciated 20% over an amount of years, what percentage is that in a mathmatical equation?
120% (for some reason idk)
when finding the increase in equity over the years, what 6 ingredients do you need for the formula
- find the new FMV of the house
- find the new loan amount from the initial loan amount (subtract the “decreased” percentage from 100%)
- get the new equity
- the initial FMV of the house
- find the initial loan amount
- get the initial equity
A lender will base their maximum loan amount on the purchase price or the appraised value, whichever is ______
lower
An 80% LTV on a property with an appraised value of $350,000 and a purchase price of $400,000 would require a downpayment of how much?
$120,000
A monthly mortgage payment will likely also involve taxes and insurance. What a PITI!
which stands for:
principal, interest, taxes, and insurance.
Combined, these costs equal a monthly (mortgage loan) payment. So, just to be clear, the monthly mortgage loan payment is made up of the principal and interest, and in most cases, it also includes a monthly payment toward annual property taxes and homeowner’s insurance.
Usury is when
lenders illegally lend money at unfair interest rates. Usury laws prohibit lenders from charging borrowers excessively high rates of interest on loans. They are generally regulated and enforced at the state level. Most states have usury laws that set limits on interest rates.
The word amortization is a Latin term that means “killing off.” Amortization is the process of
paying off a debt/mortgage in regular installments based on a fixed payment schedule.
If the borrower makes all their monthly payments in full and on time, the loan will be completely paid off with the last scheduled payment.
Fully amortized loans usually have higher payment amounts than other types. However, they are consistent in the amount that has to be paid.
arrears, which means
which means the payment occurs at the end of a period to compensate for charges accrued during that time. So, the borrower is paying for what they already owe instead of paying for what they will owe
negative amortization, or deferred interest.
These are a bit tricky. If your monthly payment isn’t enough to cover the interest (and definitely not the loan’s real cost), the extra interest gets added to what you owe. That means your debt keeps growing, and it’s not good for borrowers.
Debt Service:
This is a fancy way of saying how much money you need each month to cover both the real cost of your loan (principal) and the interest. It’s crucial to know this so you can figure out if you can afford to buy a home.
Partially Amortized Loans (🎈):
With these loans, you still pay a bit for the loan and the interest every month, but there’s usually a bigger payment waiting at the end, like a surprise balloon payment. That balloon payment makes sure you pay off the rest of the loan.
To find the non-amortized annual interest, we would use the following formula:
Principal x Interest rate
formula to find the principal
annual interest / interest rate
formula to find the interest rate
annual interest / principal
how do you find the total interest paid for amortized loans
find the total loan cost, then subtract that from the principal loan amount
an amortization table is:
a table for amortized loans that show how much money will go towards interest vs principal each month
what’s a buydown?
paying more upfront to get the interest over with and lowered down
what 4 ingredients do you need to figure out the monthly interest for amortized loan
- prinicpal loan amount
- interest rate
- loan terms
- monthly payment
how to find the amount of money going towards principal vs interest in an amortized loan
- find the amount of annual interest then divide it to be monthly interest
- find the first months principal by:
(monthly payment - monthly interest = first month principal) - subtract first month principal from the total principal loan amount to continue figure out the next months payments
Victoria took out a $350,000 amortized loan at 5.5%. She has monthly payments of $1,987. How much will she pay in interest on her second payment?
First, figure out Victoria’s annual interest payment by multiplying $350,000 x 5.5%. This gives you an annual interest payment of $19,250. Next, divide $19,250 by 12 to get a monthly interest payment of $1,604 (rounded). Subtract $1,604 from the monthly payment of $1,987 to get the first month’s principal payment of $383. The first payment paid $383 towards the principal. So the principal balance for the second payment would be $350,000 - $383, which equals $349,617. With that new principal balance, you are able to find the amount paid in interest the second month by multiplying 5.5% x $349,617 and dividing that number by 12 to get $1,602 (rounded).