| Literature DB >> 25209963 |
Timothy J Cleary1, Ting Dong, Anthony R Artino.
Abstract
This study examined within-group shifts in the motivation beliefs and regulatory processes of second-year medical students as they engaged in a diagnostic reasoning activity. Using a contextualized assessment methodology called self-regulated learning microanalysis, the authors found that the 71 medical student participants showed statistically significant and relatively robust declines in their self-efficacy beliefs and strategic regulatory processes following negative feedback about their performance on the diagnostic reasoning task. Descriptive statistics revealed that changes in strategic thinking following negative corrective feedback were most characterized by shifts away from task-specific processes (e.g., integration, differentiating diagnoses) to non-task related factors. Implications and areas for future research are presented and discussed.Entities:
Mesh:
Year: 2014 PMID: 25209963 PMCID: PMC4495285 DOI: 10.1007/s10459-014-9549-x
Source DB: PubMed Journal: Adv Health Sci Educ Theory Pract ISSN: 1382-4996 Impact factor: 3.853
Fig. 1A three-phase, cyclical model of self-regulated learning (SRL). The model presented here is adapted from Zimmerman (2000) and depicts three sequential phases of SRL: forethought (before), performance (during), and self-reflection (after). The model also shows, within each phase, the sub-processes of SRL. Adapted, with permission, from Artino and Jones (2013)
Fig. 2To evaluate shifts in students’ SRL processes and self-efficacy beliefs during the multiple iteration activity, an SRL microanalytic interview was administered to the participants at different points during the task. The form and sequence of each interview question is provided here
Fig. 3Shifts in mean self-efficacy scores across multiple iterations of the diagnostic reasoning task. All mean values were significantly different from each other at p < .001
Fig. 4Shifts in mean strategic planning scores across multiple iterations of the diagnostic reasoning task. Bars sharing the same letter did not differ significantly from each other. Statistically significant mean differences were at p < .001
Participant responses to the strategic planning microanalytic measure across three time points
| Response category | Time 1 | Time 2 | Time 3 |
|---|---|---|---|
|
|
|
| |
| Task-specific process | 24 (33.8) | 36 (50.7) | 15 (21.1) |
| Identifying symptomsa | 12 (50.0) | 8 (22.2) | 0 (0.0) |
| Identifying contextual factorsa | 3 (12.5) | 6 (16.7) | 0 (0.0) |
| Prioritizing relevant symptomsa | 2 (8.3) | 16 (44.4) | 8 (53.3) |
| Integrating/synthesizing symptomsa | 11 (45.8) | 7 (19.4) | 6 (40) |
| Comparing/contrasting diagnosesa | 4 (16.7) | 8 (22.2) | 5 (33.3) |
| Task-general process | 19 (26.8) | 11 (15.5) | 10 (14.1) |
| Self-control | 11 (15.5) | 13 (18.3) | 4 (5.6) |
| Non-task strategies | 11 (15.5) | 14 (19.7) | 26 (36.6) |
| Do not know/none | 1 (1.4) | 4 (5.6) | 10 (14.1) |
| Other | 18 (25.4) | 4 (5.6) | 6 (8.5) |
Column numbers represent the number (n) and percentage (%) of the total sample of 71 students who provided a particular response category. The total percentage in each column is greater than 100 % because the participants could have provided more than one codeable response to a given question
Time 1 = before first iteration; Time 2 = before second iteration; Time 3 = before prospective third iteration. Time 1 data was presented previously in Artino et al. (2014)
aThe n’s represent the number of students within the task-specific process category who provided a response coded to one of the five key strategies. The percentage (%) is calculated by dividing the n in a given category by the total number of participants who provided a task-specific response. Thus, for Time 1 the denominator was 24; for Time 2 the denominator was 36 and for Time 3 the denominator was 15
Fig. 5Shifts in mean metacognitive monitoring scores across two time points of the diagnostic reasoning task. The decline in mean values was significantly different at p = .005
Participant responses to the metacognitive monitoring microanalytic measure across time points
| Response category | Time 1 | Time 2 |
|---|---|---|
|
|
| |
| Task-specific process | 64 (90.1) | 49 (69.0) |
| Identifying symptomsa | 33 (51.6) | 3 (6.1) |
| Identifying contextual factorsa | 22 (34.4) | 6 (12.2) |
| Prioritizing relevant symptomsa | 9 (14.1) | 9 (18.4) |
| Integrating/synthesizing symptomsa | 38 (59.4) | 38 (77.6) |
| Comparing/contrasting diagnosesa | 11 (17.2) | 13 (26.5) |
| Task-general process | 14 (19.7) | 5 (7.0) |
| Self-control | 6 (8.5) | 0 (0.0) |
| Perceived ability | 2 (2.8) | 1 (1.4) |
| Task difficulty | 3 (4.2) | 15 (21.1) |
| Teacher skill | 0 (0.0) | 1 (1.4) |
| Other | 5 (7.0) | 3 (4.2) |
Column numbers represent the number (n) and percentage (%) of the total sample of 71 students who provided a particular response category. The total percentage in each column is greater than 100 % because the participants could have provided more than one codeable response to a given question
Time 1 = during first iteration; Time 2 = during second iteration. Time 1 data was presented previously in Artino et al. (2014)
aThe n’s represent the number of students within the task-specific process category who provided a response coded to one of the five key strategies. The percentage (%) is calculated by dividing the n in a given category by the total number of participants who provided a task-specific response. Thus, for Time 1 the denominator was 64; for Time 2 the denominator was 49