You have just borrowed $95,000 to buy a condo. You will repay the loan in equal monthly payments of $805 over the next 40 years. What is the effective annual rate (EAR) on the loan?
Enter your answer as a percentage rounded to two decimal places (e.g., 23.45%, NOT .2345). (What numbers do I put into the financial calculator for N, I/Y, PV, FV, and PMT?)
The problem can be solved on a financial calculator as described below:
- Input N = (40*12) = 480, PV = $ 95000, FV = $ 0, PMT = $ 805
- CMPT - > I/Y
- I/Y = 0.008314466 (this rate is on a per month basis)
EAR = (1.008314466)^(12) - 1 ~ 0.104465 or 10.45 %
You have just borrowed $95,000 to buy a condo. You will repay the loan in equal...
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Toby is borrowing $500,000 to buy a house, and he will repay
this loan with 25 equal yearly payments starting one year from
today. If the effective annual interest rate is 14%, what is the
dollar amount of each yearly payment?
I don't know how to do this, please help. I don't JUST want the
answer, I want an expalanation on how to do the problem and
eventually get the answer myself.
Thank you
Toby is borrowing $500,000 to buy...
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