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Linked-return frequency and covered horizon

Frequency changes the annualized description; it does not change the product of the entered return factors.

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Count what one row represents

If each observation is a full year, use one period per year. If each is an equal month, use twelve. Two monthly observations then cover two twelfths of a year. Two observations alone do not establish that two years elapsed.

Compare frequency settings

For +20% and −20%, cumulative return remains −4% under either annual or monthly labeling. Annual labels give geometric rate √0.96−1; monthly labels give 0.96⁶−1 because the two-month horizon is one sixth of a year.

Original frequency check
Periods per yearCovered yearsAnnual exponent
121/2
121/66

Diagnose an implausible annual result

A large annual equivalent can arise from a short observed horizon. First inspect the row duration and frequency before assuming the cumulative calculation failed. The annual number is not a prediction that the short-period outcome repeats.

Keep uneven dates out of this control

An irregular-date series cannot be correctly annualized merely by choosing a convenient frequency. Supply the actual elapsed time in a suitable method. The tool deliberately asks for equal periods so the conversion can be reproduced.

Further references