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NAEP Analysis and Scaling → Initial Activities → Constructed-Response Interrater Reliability → Range of Response Codes, Percent Exact Agreement, and Cohen's Kappa or Intraclass Correlation for the Constructed-Response Items From Previous Years, Rescored in 2004, by Block and Item, Age 9 Mathematics Long-Term Trend Assessment: 2004
NAEP Technical DocumentationRange of response codes, percentage exact agreement, and Cohen's Kappa or intraclass correlation for the constructed-response items from previous years, rescored in 2004, by block and item, age 9 mathematics long-term trend assessment: 2004
Block Item Range of response codes Sample size Percent exact agreement Cohen's Kappa Intraclass correlation
B7 K104501 1–3 100 93 0.86
K104601 1–3 100 68 0.41
K105001 1–3 100 91 0.90
K105501 1–3 100 100 1.00
K105601 1–2 100 94 0.84
K106101 1–3 100 97 0.48
B8 K041306 1–3 100 79 0.82
K041307 1–3 100 84 0.85
K041401 1–3 100 90 0.85
K041402 1–3 100 89 0.85
K041403 1–3 100 89 0.86
K041404 1–3 100 89 0.88
K041406 1–3 100 96 0.88
B9 K049901 1–3 600 92 0.92
K049902 1–3 500 90 0.88
K049903 1–3 500 93 0.89
K049904 1–3 500 94 0.92
K049907 1–3 500 93 0.93
K049908 1–3 500 94 0.93
K049909 1–4 400 98 0.96
K049911 1–3 500 88 0.87
K049912 1–5 400 77 0.89
K049914 1–3 400 97 0.97
B10 K090301 1–3 100 92 0.92
K090501 1–3 100 99 0.97
K092101 1–3 100 98 0.98
K092701 1–3 100 94 0.93
K094601 1–3 100 94 0.52
K098601 1–3 100 88 0.80
B11 K051701 1–2 400 90 0.80
K051801 1–3 400 80 0.80
K052301 1–3 400 88 0.82
K052401 1–4 300 91 0.95
K052402 1–3 300 95 0.91
K052501 1–4 400 94 0.97
K052502 1–4 400 96 0.97
K052503 1–3 400 92 0.91
B12 K047201 1–4 100 85 0.91
K047301 1–3 100 93 0.92
K047401 1–3 100 89 0.88
K047901 1–3 100 87 0.90
K048001 1–3 100 95 0.88
K048101 1–4 400 81 0.83
K048102 1–3 300 93 0.64
K048103 1–2 300 89 0.79
B13 K048601 1–3 100 86 0.87
K048901 1–3 100 92 0.94
K049001 1–3 100 99 0.96
K049301 1–3 100 95 0.81
K049401 1–3 100 93 0.87
K049402 1–3 100 79 0.78
K049403 1–3 100 80 0.67
K049404 1–4 100 72 0.69
B14 K052901 1–4 100 95 0.98
K053001 1–3 100 91 0.84
K053101 1–3 500 98 0.98
K053102 1–3 500 94 0.93
K053601 1–5 100 92 0.92
K053701 1–3 100 95 0.90
K053801 1–3 100 86 0.86
K053901 1–3 100 97 0.83
B15 K054001 1–4 400 93 0.95
K054002 1–3 400 88 0.79
K054003 1–3 400 99 0.96
K054004 1–2 400 95 0.80
K054005 1–3 400 94 0.89
K054006 1–3 400 95 0.93
K054007 1–3 400 86 0.81
K054008 1–4 400 66 0.58
B20 K092001 1–3 100 92 0.94
K096501 1–3 100 98 0.79
K100001 1–2 100 97 0.91
K100101 1–3 100 96 0.95
K100201 1–3 100 85 0.77
K100301 1–3 100 94 0.91
B21 K059001 1–3 100 93 0.86
K059101 1–3 100 90 0.85
K059201 1–4 100 90 0.94
K059301 1–4 300 95 0.84
K059801 1–3 100 87 0.81
K059901 1–4 100 92 0.89
K060001 1–3 100 88 0.80
K060101 1–4 100 83 0.77
† The intraclass correlation is not reported for dichotomously scored items; Cohen's Kappa is not reported for polytomously scored items.
NOTE: Cohen's Kappa is a measure of reliability that is appropriate for items that are dichotomously scored. The intraclass correlation coefficient is most appropriate for items with more than two categories.
SOURCE: U.S. Department of Education, Institute of Education Sciences, National Center for Education Statistics, National Assessment of Educational Progress (NAEP), 2004 Mathematics Long-Term Trend Assessment.

Last updated 06 April 2009 (GF)

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