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This general trend was unchanged in sensitivity analyses using expected mean scores based on additional characteristics (Table 4), and when the analyses were repeated separately for each gender.
For each course we compared pre– and post HPI-CI mean scores using t tests and calculating mean scores based on a maximum score of 100.
This formula was used to account for mean scores based on small samples as these numbers could potentially over or underestimate the value of a resource.
The biggest discrepancy in opinions was observed between farmers and the majority of other groups, such as expert scientist, representatives of local governments, tourists, and students.> -wrap-foot> Mean scores based on a 5-point.
Just like in the Polesie BR, the opinions represented by farmers differ the most from the views expressed by other groups.> -wrap-foot> Mean scores based on a 5-point.
As sensitivity analyses we repeated these tests with expected mean scores based also on family situation (whether the children were living together with both parents), and on perceived family economy, in addition to gender and grade.
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The result is an expected mean score based on both the fixed item characteristics as well as the relevant distributional characteristics of both the Environment subscale and ERS for a hypothetical country.
The mean score (based on the total-sum) at the four assessments are shown in Table 1 and the individual item descriptions are presented in Figure 1 as a part of the item map.
Fig. 1 Mean score based on intensive care unit level and recent education Table 4 Intensive care unit levels and recent education Recent education ICU level 1 + 2 ICU level 3 p value Mean score (SD) Mean score (SD) No 14.8 (3.0.001.5 (3.0) 0.001 Yes 16.4 (3.5) 17.4 (3.2) 0.267.
A mean score, based on ten measurements, was made from each tumor.
A global mean score based on these numbers is calculated to represent the latent dimension being measured.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com