Assuming semi annual compounding frequency. How many periods ("n") are there in 10 years

Question

Assuming semi annual compounding frequency.  How many periods ("n") are there in 10 years

BlackTom AI · Accepted Answer

The problem asks for the number of compounding periods over a 10-year span when the frequency is semi-annual.
First, identify how many compounding periods occur per year for semi-annual compounding: 2 periods per year.
Next, multiply the number of periods per year by the number of years to get the total number of periods: 2 × 10 = 20.
Since there are no answer options provided, we simply follow the standard formula for converting years to periods given a compounding frequency, which yields 20 periods in 10 years at semi-annual compounding.

BFIN011 Week 1: Practice Quiz

Assuming semi annual compounding frequency. How many periods ("n") are there in 10 years

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