You borrow $1,000 from the bank and agree to repay the loan over the next year in 12 equal monthly payments of $90. However, the bank also charges you a loan initiation fee of $29, which is taken out of the initial proceeds of the loan. What is the effective annual interest rate on the loan, taking account of the impact of the initiation fee?
Effective Loan Amount = 1,000 - 29 = $971
Monthly Payment = $90
Calculating APR on loan,
Using TVM Calculation,
I = [PV = 971, PMT = -90, FV = 0, N = 12]
I = 20.11%
EAR = (1 + 0.2011/12)12 - 1
EAR = 22.07%
You borrow $1,000 from the bank and agree to repay the loan over the next year...
You borrow $1,000 from the bank and agree to repay the loan over the next year in 12 equal monthly payments of $90. However, the bank also charges you a loan initiation fee of $28, which is taken out of the initial proceeds of the loan. What is the effective annual interest rate on the loan, taking account of the impact of the initiation fee? (Do not round intermediate calculations. Enter your answer as a percent rounded to 2 decimal...
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