The Kessler 6 (K6) scale was developed to discriminate cases of serious mental illness from non-cases. Find out more at Harvard’s National Comorbidity Survey.
It uses a 5-level response scale about how often someone reports feeling nervous, hopeless, restless or fidgety, that everything was an effort, so sad that nothing could cheer them up and worthless in the past 4 weeks.
Probable serious mental illness is based on a score of 19-30. This corresponds with the score categorisation used by the Australian Bureau of Statistics (ABS). For more information, visit ABS’s Information Paper: Use of the Kessler Psychological Distress Scale in ABS Health Surveys.
If a respondent was missing one value, the missing value was replaced with the mean of the 5 non-missing values. If a respondent was missing more than one value, they were excluded from analysis.
The indicator shows self-reported data collected through computer-assisted telephone interviewing. Estimates were weighted to adjust for differences in the probability of selection among respondents and were benchmarked to the estimated residential population using the latest available ABS population estimates.
Persons include respondents who identified as male, female, other and those who refused to answer.
The following estimates have a relative standard error between 25% and 50% and should be used with caution:
- 2018 and 2020: males
- 2019 and 2022: respondents aged 65 years and over.
The following estimates have not been published due to small numbers or a relative standard error greater than 50%:
- 2018–2022: respondents aged 18 to 24 years
- 2018, 2020 and 2021: respondents aged 65 years and over.
Statistically significant differences are difficult to detect for smaller jurisdictions such as the Australian Capital Territory. Sometimes, even large apparent differences may not be statistically significant. This is particularly the case in breakdowns of small populations because the small sample size means that there is not enough power to identify even large differences as statistically significant.