Leo has a car loan with 4 years left. The outstanding balance on the loan is $8250 and his monthly payments (at the end of each month) are $227.

a) What is the nominal annual rate compounded monthly for the loan?

b) If the nominal annual rate compounded monthly changes to 12.000999999999998% what is the Present Value of his current payments?

c) If his lender will allow him to renegotiate the terms of the loan to the new lower interest rate, but charges him a (3 month's interest rate) penalty of: 3 * (original monthlyRate) * Outstanding Balance, how much is the penalty?

d) What would his new payments be? (The penalty from part c) is added to the Outstanding Balance.)

e) (T/F) He should refinance.

f) If his lender charges him a (Interest Rate Differential) penalty of (originalRate - newRate) * Outstanding Balance * (Number of Payments Remaining), how much is the penalty?

g) (T/F) He should refinance.