The loan is for $150,000 with a rate of 6% for 30 years payable
monthly.
Calculate the Monthly Payment (MP):
Do a monthly Amortization Table for 4 months using the MP:
Calculate the Loan Balance (LB) using the formula approach at
the end of 4 months.
Refinance decision: The original loan is for $150,000 with terms
6%, 30 years payable monthly. The elapsed time on the original loan
is 5 years. The new loan rate is 3.6% which will be held 7 years.
The cost of refinancing is $3,000. The opportunity cost is
9%.
A. Prepare a table that calculates the change in monthly payment
and change in Loan Balance numbers:
B. Do the Present Value Analysis:
The holding period when needed is 12 years, Loan is
$150,000 with terms 6%, 30 payable monthly
Calculate the effective-interest cost or yield after 12 years
have lapsed:
Now, assume a prepayment penalty of $600 when calculating the
effective-interest cost to the borrower after 12 years have lapsed.
Effective-Interest Cost or Internal Rate of Return for the
lender:
An ARM is made for $150,000 for 30 years with the following
terms:
Initial interest rate = 3%
Index = 1-year Treasuries
Payments reset each year
Margin = 2 percent
Fully amortizing
Interest rate cap = 1 percent annually; 3 percent lifetime
Estimated forward rates:
BOY 2
4.00%
BOY 3
5.25%
BOY 4
6%
BOY 5
6.50%
Compute payments and balances for each of the years 1-5.
You
wish to buy a car worth $27,500.
The terms of the loan call for a weekly payment for 6 years at 7.5
percent rate of interest. If you decide to go ahead in purchasing
this car what will be the amount of each payment?
4. Calculate the new
monthly payment given a $150,000 loan for 6%, 30 years (monthly)
with a lump-sum pay down of $20,000 made after 12 years have
lapsed.
New MP:
Calculate the upfront fees that needs to be charged by the
lender given a loan for $150,000 with terms 6%, 30 years (monthly
compounding). The lender wants to earn a 6.6% yield. Assume a
holding period of 12 years.
Calculate the total payments and total interest expense for a...
You obtain a loan of $150,000 at 5.875% amortized over 30 years
with monthly payments. You are required to pay closing costs and
fees of 2% of the loan amount to the lender. What is the yield of
the loan if paid off at the end of 5 years?
You choose a 3/1 hybrid loan of $150,000 with 30 year
amortization and an initial rate of 4.25%. What is the balance of
the loan after three years?
A. $143,985
B. $142,080
C. $143,400
D. $141,736
A fully amortizing CPM loan is made for $150,000 at 5% interest
rate for 20 years with monthly repayments.
1. Calculate the monthly debt service.
2. What will be the outstanding loan balance at the end of year
10 and how much total interest will have been paid on the loan by
then?
3. If the borrower chooses to reduce the loan balance by $20,000
at the end of year 10, when will the loan be fully repaid if the...
Assume that the lender offers a 30-year, $150,000 adjustable
rate mortgage (ARM) with the following terms:
Initial Interest Rate = 7.5%
Index = one-year Treasuries
Payments reset each year
Margin = 2%
Interest rate cap = 1% annually; 3% lifetime
Discount points = 2%
Fully amortizing; however, negative amortization allowed if
interest rate caps reached.
Based on estimated forward rates, the index to which ARM is tied
forecasted as follows: Beginning of year BOY2 = 7%; BOY3 = 8.5%'
BOY4...