On January 1, 2020, Bonita Industries borrows $2250000 from National Bank at 13% annual interest. In addition, Bonita is required to keep a compensatory balance of $225000 on deposit at National Bank which will earn interest at 4%. The effective interest that Bonita pays on its $2250000 loan is:
A. 13.5%. |
B. |
13.0%. |
C. |
14.0%. |
D. |
8.0%. |
Here is the calculation of the effective interest rate:
effective interest rate = (interest on the principal) / (balance amount after deducting compensatory balance from principal)
effective rate = (2250000*13%) / (2250000-225000)
effective rate = 292500 / 2025000
= 14%
So, the effective rate is always more than the nominal interest rate because of the compensatory balance that has to be kept with the bank.
Hence, the option (C). 14.0% is th right answer.
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