You just borrowed $10,000 from the crooked bank at 10% with
monthly payments for 60 months. you had to pay an origination fee
of $250 at the time you borrowed the money. What is the APR on the
loan?
$5,000 are borrowed now with the understanding that it will be
repaid in equal monthly payments over 24 months, if the interest
rate is 1% per month, for payment number 6 find the amount that is
due to principal? Your answer might be exact or to the closest.a. $833.33b. $194.83c. -540.54d. $40.54
Suppose you borrow $11,000 at an annual interest rate of 7%
compounded monthly over 36 months. At the end of the first year,
after 12 payments, you want to pay off the remaining balance in 8
equal MONTHLY installments. If the interest rate and the
compounding frequency remain the same, how much is each of the 8
payments.
You wish to borrow $2,000 to be repaid in 12 monthly
installments of $189.12. The annual interest rate is?
Please convert your answer into decimals and round to the second
decimal: such as 0.00
Please show work.
You borrow $271,096
today to buy a house. You plan to make monthly payments over a
12-year period. The bank has offered you a 4.06% interest rate,
compounded monthly.What is your monthly
payment amount?
A $10,000 loan is to be repaid in monthly equal payments in 10
years with an annual effective interest rate of 19.56% charged
against the unpaid balance. What principal remains to be paid after
the third payment?
A $21,000 car loan is repaid with one payment of $26,533.47
after 36 months. What is the annual effective discount rate? Round
your answer to 3 decimal places.
The effective annual rate of discount has been 6% for the last 3
years. Prior to that it was 5%. A bank account has a balance of
$550 today. A single deposit of $X was placed in an account 8 years
ago. Calculate the value of X.
Given that i(m) = 0.216772...
A loan of $10,000 is to be repaid with 10 semi-annual payments.
The first payment is X in 6 months time. i(2) = 4%. Find X if
a) Payments increase by $100 every 6 months.
b) Payments increase by 10% every 6 months.