Find the equivalent interest rates to the given nominal interest rates. a. Nominal interest rate compounded quarterly that is equivalent to an effective interest rate of 8% . 144.20% 1.94% 36.05% 7.77% b. Nominal interest rate compounded monthly that is equivalent to 3.5% compounded quarterly. 31.78% 2.65% 3.49% 0.29% c. Nominal interest rate compounded monthly that is equivalent to 6% compounded annually. 5.84% 1,214.64% 0.49% 101.22%

If the Effective Annual Rate of interest is 5.21% assuming quarterly compounding, then what is the nominal annual rate? a) Nominal Interest Rate of 6.25% compounded annually over 4 years b) Nominal Interest Rate of 5.50% compounded monthly over 5 years c) Nominal Interest Rate of 5.75% compounded annually over 6 years d) Nominal Interest Rate of 6.00% compounded quarterly over 5 years

Compute for the Effective Interest Rate Payment Period = Quarter 1. 10% Compounded Yearly = Blank 1 2. 10% Compounded Semi-annually = Blank 2 3. 10% Compounded Quarterly = Blank 3 4. 10% Compounded Bi-monthly Blank 4 5. 10% Compounded Monthly Blank 5 6. 10% Compounded Continuously Blank 6

The effective annual rate (EAR) for a loan with a stated APR of 4% compounded quarterly is closest to: O A. 4.87% B. 5.28% C. 4.47% D. 4.06%