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Measuring physical fitness in Persons with Severe/Profound ...

Measuring physical fitness in Persons with Severe/Profound ...

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Table 1. The 12 items of the mBBS*NumberTest item1. Sitt<strong>in</strong>g unsupported2. Change of position: sitt<strong>in</strong>g to stand<strong>in</strong>g3. Change of position: stand<strong>in</strong>g to sitt<strong>in</strong>g4. Transfers5. Stand<strong>in</strong>g unsupported6. Stand<strong>in</strong>g <strong>with</strong> feet together7. Turn<strong>in</strong>g 360 degrees8. Retriev<strong>in</strong>g objects from floor9. Stool stepp<strong>in</strong>g10. Walk<strong>in</strong>g on a th<strong>in</strong> l<strong>in</strong>e11. Stand<strong>in</strong>g on one leg12. Walk<strong>in</strong>g on a gymnastic beammBBS, modified Berg Balance ScaleData analysesThe data were analyzed us<strong>in</strong>g SPSS 14.0.FeasibilityTo assess feasibility, we held the number of successful measurements per task aga<strong>in</strong>st thetotal number of measurements. As it only makes sense to use a test if there is a reasonablepercentage of successful measurements, feasibility was considered to be sufficient if 85% of themeasurements were successful [33].Test-retest reliabilityTo determ<strong>in</strong>e the test-retest reliability, we computed <strong>in</strong>traclass correlation coefficients (ICC;two-way random, absolute agreement). Reliability was considered to be moderate, if the ICC wasbetween .41 and .60, strong if the ICC was between .61 and .80, good if the ICC was greater than.81 [34] and very good if the ICC was greater than .90 [35]. To assess the <strong>in</strong>ternal consistencybetween the 12 test tasks, we computed Cronbach’s alpha. Internal consistency was acceptableif Cronbach’s alpha was .70 or more [36]. To analyse the level of agreement between the scoresfor test and retest of the dist<strong>in</strong>ct tasks, the proportion of equal scores and its Wilson confidence<strong>in</strong>tervals (CI) were computed, as suggested by Brown et al [37]. The level of agreement wasconsidered to be sufficient if the proportion of equal scores is .80 or more and the Wilson CI(95 % CI) are between .60 and 1.0. Furthermore, we computed the power of the study <strong>with</strong> thehypothesis that the population proportion of agreement is 0.50, tak<strong>in</strong>g a one-sided test andsample size 39 [38, 39].96 | Chapter 6

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