If the effective rate of interest is compounded quarterly is 16%, then the nominal rate of interest is
Answer
Where i = I/100 and r = R/100; nominal interest rate per period
r = m × [ ( 1 + i)1/m - 1 ]
i is the effective rate,
m is the number of compounding periods.
i=0.16
m=4
"r=4\u00d7[(1+0.16)^\u00bc-1]"
r=0.1512
Nominal rate of interest R=15.12%
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