Is age ordinal data?

The variable age can be measured at the ordinal or ratio level.

  • If you ask participants to provide you with their exact age (e.g., 28), the data is ratio level.
  • If you ask participants to select the bracket that contains their age (e.g., 26–35), the data is ordinal.

Ordinal data and ratio data are similar because they can both be ranked in a logical order. However, for ratio data, the differences between adjacent scores are equal and there’s a true, meaningful zero.