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ARTICLES

Student Performance in Curricula Centered on Simulation-Based Inference: A Preliminary Report

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Figures & data

Table 1. Datasets used for analysis based on participation rates.

Figure 1. Gains and “standardized gains” on the concept inventory by section for the 36 sections in Gains Data. The dotted line is the overall average across all the students (overall average gain = 0.084, overall average normalized gain = 0.151).

Figure 1. Gains and “standardized gains” on the concept inventory by section for the 36 sections in Gains Data. The dotted line is the overall average across all the students (overall average gain = 0.084, overall average normalized gain = 0.151).

Figure 2. Gains on concept inventory grouping sections by level of instructor's experience with the simulation-based curriculum.

Figure 2. Gains on concept inventory grouping sections by level of instructor's experience with the simulation-based curriculum.

Table 2. Variable means for student cluster analysis.

Figure 3. Grouping sections by student characteristics (one-way ANOVA p-value = 0.037).

Figure 3. Grouping sections by student characteristics (one-way ANOVA p-value = 0.037).

Table 3. Variable means for instructor cluster analysis.

Figure 4. Boxplots of conceptual gains by instructor level clusters.

Figure 4. Boxplots of conceptual gains by instructor level clusters.

Figure 5. Scatterplot of conceptual gains versus pre-concept performance by student clusters.

Figure 5. Scatterplot of conceptual gains versus pre-concept performance by student clusters.

Figure 6. Scatterplot of conceptual gains versus prior expected effort by instructor sex.

Figure 6. Scatterplot of conceptual gains versus prior expected effort by instructor sex.

Figure 7. Scatterplot and hierarchical model of conceptual gains versus prior affect by instructor curriculum experience.

Figure 7. Scatterplot and hierarchical model of conceptual gains versus prior affect by instructor curriculum experience.

Figure 8. Predicting student gains from student clusters and instructor level variables.

Figure 8. Predicting student gains from student clusters and instructor level variables.

Figure 9. (a) Gain on concept inventory versus pre-test showing overall male/female instructor lines; (b) gain versus pre-test separated by type of institution; (c) comparison of gains for male/female instructors across the four student clusters.

Figure 9. (a) Gain on concept inventory versus pre-test showing overall male/female instructor lines; (b) gain versus pre-test separated by type of institution; (c) comparison of gains for male/female instructors across the four student clusters.

Figure 10. Predicting student gains from student clusters and instructor level variables.

Figure 10. Predicting student gains from student clusters and instructor level variables.

Figure 11. (a) Gains versus prior expected difficulty by level of experience with curriculum; (b) gains versus pre-concepts by school type.

Figure 11. (a) Gains versus prior expected difficulty by level of experience with curriculum; (b) gains versus pre-concepts by school type.

Figure 12. Comparison of pre-/post-scores for an instructor who switched to the simulation-based curriculum between fall and spring semesters.

Figure 12. Comparison of pre-/post-scores for an instructor who switched to the simulation-based curriculum between fall and spring semesters.

Table 4. Categorizations of concept inventory questions (means and standard deviations) separated by instructor level of experience with curriculum.

Supplemental material

UJSE_1223529_Supplementary_file.zip

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