You’d like to buy a house. You can borrow $600,000 but you can
only afford to...
You’d like to buy a house. You can borrow $600,000 but you can
only afford to make monthly payments of $2,750. The lender agrees
to allow you to make this payment on a 30 year mortgage, but then
you must make a balloon payment to cover any shortfall. What is the
dollar amount you’ll still owe if your mortgage rate is
4.349%
$174,763
$217,206
$189,305
$154,611
You have $12,000 in credit card debt and have finally decided
to start to really pay it off. You determine that you’ll be able to
make the following monthly payments. The APR on your credit card is
22%. Your first payment is today. How much will you owe after your
last payment?
You’d like to buy a house. You can borrow $600,000 but you can
only afford to make monthly payments of $2,750. The lender agrees
to allow you to make this payment on a 30 year mortgage, but then
you must make a balloon payment to cover any shortfall. What is the
dollar amount you’ll still owe if your mortgage rate is 4.349%
$154,611
$174,763
$189,305
$217,206
A young engineer wishes to buy a house but only can afford
monthly payments of $500. Thirty-year loans are available at 12%
interest compounded monthly. If she can make a $5,000 down payment,
what is the price of the most expensive house that she can afford
to purchase? Solve using annuities
An engineer wishes to buy a house but can only afford monthly
payments of $1500. 30-
year loans are available at 5.75% interest compounded monthly.
If the engineer can make
a $20,000 down payment, what is the price of the most expensive
house that the engineer
can afford to purchase?
Katekani is looking to buy a house and can afford a payment of R14 000.00 a month. If the house costs R1 500 000 and Jane can get a 20 year loan at 10.25% p.a. compounded monthly, how much must Jane give as a deposit to lower her payment to R14 000.00 a month?
You want to buy a new car. You can only afford $600/month.
(Don’t forget to use autofill features) How much can you pay for
the car? Highlight this answer in your favorite color. Be sure to
make three worksheets in one excel file.
a. Prepare a loan amortization table for a 5% 5-year loan.
b. If you were able to get a 3% loan, how much more could you
spend on a car. (Use spinners) Lock the 3% cell in...
You’d like to buy a small ranch when you retire in 40 years. You
estimate that in 40 years you’ll need $7 million to do so. If your
savings can earn 1.1% per month, how much will you need to save
each month (for 40 years), starting next month, in order to reach
your goal? Round to the nearest cent. [Hint: Note that the
question gives us the monthly interest rate. This is the periodic
rate, which is i/m in...
You plan to borrow $500,000 to buy a house. The amortization
period of the mortgage is 20 years. You obtain a 5-year fixed rate
mortgage from TD bank at 2%/year (using Canadian mortgage
convention).
(a) How much do you owe the bank after the 60th payment?
(b) For the 24th monthly payment, how much of it is for
interest, and how much of it is for principal repayment?
d) What is the present value of the interest portion of the...
You plan to borrow $500,000 to buy a house. The amortization
period of the mortgage is 20 years. You obtain a 5-year fixed rate
mortgage from TD bank at 2%/year (using Canadian mortgage
convention).
(a) What is your monthly payment?
(b) How much do you owe the bank after the 60th payment?
(c) For the 24th monthly payment, how much of it is for
interest, and how much of it is for principal repayment?
(d) What is the present value...
You want to buy a house and will need to borrow $245,000. The
interest rate on your loan is 5.77 percent compounded monthly and
the loan is for 30 years. What are your monthly mortgage
payments?
You can afford payments of $700 per month for the purchase of a
house.a) What is the largest amount you can finance for this house at
3.2% APR for 30 years? (Round to the nearest dollar.) b) How much total will you pay the finance company at the end of
the 30 years for this house if you are paying $700 per month for
thirty years? c) Now you are curious what the payments would be if you
financed the same amount...