Interactive Cohen's Kappa CalculatorIncludes APA 7th Edition Format
Calculate Cohen's Kappa (κ) & Percentage Agreement
Enter the coder frequencies into the 2×2 contingency table or load sample data. Calculates Cohen’s kappa, percentage agreement, confidence intervals, and outputs publication-ready APA 7th text.
Directly editable values
| Coder 1 ↓ \ Coder 2 → | Coder 2: Yes (Applied) | Coder 2: No (Not applied) | Total C1 |
|---|---|---|---|
| Coder 1: Yes (Applied) | Both: Yes (a) | C1 Yes / C2 No (b) | 30 |
| Coder 1: No (Not applied) | C1 No / C2 Yes (c) | Both: No (d) | 20 |
| Total C2 | 31 | 19 | N = 50 |
Cohen’s Kappa (κ)
0.79
✅ ExzellentObserved Agreement (Po)
90.0%
45 von 50 unitsChance Agreement (Pe)
52.4%
Expected by chance95% Konfidenzintervall
[0.62, 0.96]
SE = 0.089"To assess intercoder reliability, an independent random subsample of n = 50 coding units was double-coded blind by two raters. For the category "Workload Intensification", percentage agreement was 90.0%. Cohen's kappa indicated substantial agreement, κ = .79, 95% CI [.62, .96], p < .001 (Landis & Koch, 1977). Disagreements were resolved through negotiated consensus, leading to refined category boundary definitions."
Tip: Ready to paste into Chapter 3 (Methods / Intercoder Reliability) of your dissertation or empirical paper.
Statistical Guide
How to Correctly Interpret Cohen's Kappa in Qualitative Research
Why is raw percentage agreement insufficient? How do benchmark standards differ? Key methodological guidelines for defenses and peer review.
Landis & Koch (1977) Benchmark Bands
| Kappa Coefficient (κ) | Strength of Agreement | Implication for Theses |
|---|---|---|
| < 0.00 | Poor | Worse than random chance; revise code definitions. |
| 0.00 – 0.20 | Slight | Insufficient reliability; code boundaries unclear. |
| 0.21 – 0.40 | Fair | Generally insufficient for formal publication. |
| 0.41 – 0.60 | Moderate | Acceptable for exploratory research with justification. |
| 0.61 – 0.80 | Substantial | Solid, recommended standard for academic theses. |
| 0.81 – 1.00 | Almost Perfect | Exceptional reliability suitable for journal publication. |