| Literature DB >> 35022946 |
Colleen M Seifert1, Michael Harrington2, Audrey L Michal2, Priti Shah2.
Abstract
When reasoning about science studies, people often make causal theory errors by inferring or accepting a causal claim based on correlational evidence. While humans naturally think in terms of causal relationships, reasoning about science findings requires understanding how evidence supports-or fails to support-a causal claim. This study investigated college students' thinking about causal claims presented in brief media reports describing behavioral science findings. How do science students reason about causal claims from correlational evidence? And can their reasoning be improved through instruction clarifying the nature of causal theory error? We examined these questions through a series of written reasoning exercises given to advanced college students over three weeks within a psychology methods course. In a pretest session, students critiqued study quality and support for a causal claim from a brief media report suggesting an association between two variables. Then, they created diagrams depicting possible alternative causal theories. At the beginning of the second session, an instructional intervention introduced students to an extended example of a causal theory error through guided questions about possible alternative causes. Then, they completed the same two tasks with new science reports immediately and again 1 week later. The results show students' reasoning included fewer causal theory errors after the intervention, and this improvement was maintained a week later. Our findings suggest that interventions aimed at addressing reasoning about causal claims in correlational studies are needed even for advanced science students, and that training on considering alternative causal theories may be successful in reducing casual theory error.Entities:
Keywords: Causal inference; Correlation and causation; Science communication; Science education; Theory-evidence coordination
Mesh:
Year: 2022 PMID: 35022946 PMCID: PMC8755867 DOI: 10.1186/s41235-021-00347-5
Source DB: PubMed Journal: Cogn Res Princ Implic ISSN: 2365-7464
Fig. 1Graphical depiction of questionnaire content for each session in the longitudinal study
Intervention response frequencies for students rejecting versus endorsing causal claims
| Open-ended response categories | Rejected ( | Endorsed (71%) |
|---|---|---|
| Positively | 24% | 12% |
| 1Negatively | 7% | 35% |
| Neither | 62% | 45% |
| Not Sure | 7% | 7% |
| Looks good for jobs | 44% | 27% |
| Increases math skills | 27% | 30% |
| Learn creative problem solving | 11% | 19% |
| Shows college readiness | 7% | 14% |
| Highly motivated | 20% | 17% |
| Higher intelligence | 16% | 16% |
| Interested in math/STEM careers | 26% | 24% |
| Want to go to college | 13% | 12% |
| Parent/peer pressures | 7% | 11% |
| Interested in learning math/careers | 30% | 22% |
| To get into college | 4% | 18% |
| Required for careers | 14% | 6% |
| Too challenging/difficult | 14% | 22% |
| Not related to their field/career | 11% | 8% |
| No interest in learning it | 6% | 12% |
| 2Endorsed 3 or 4 | 86% | 60% |
| Endorsed two | 7% | 25% |
| Endorsed one or none | 6% | 14% |
| Taking algebra causes better jobs? | 75% | 66% |
| Better jobs cause taking algebra? | 3% | 7% |
| Being smart causes both? | 90% | 79% |
Significant differences: 1χ2 = 7.756, p = .005, Φ = .14; 2χ2 = 6.229, p = .013, Φ = .125
Rating scale averages and standard deviations for pre-test, intervention, and post-test sessions
| Pre-test | Intervention | Post-test | ||||
|---|---|---|---|---|---|---|
| Quality | 3.15 (.894) | 3.19 (.939) | 2.86 (.890) | 6.10 | 0.015* | .060 |
| Support | 3.37 (.961) | 3.42 (.981) | 3.10 (.941) | 4.207 | 0.043* | .042 |
Linear contrasts with 1, 96 degrees of freedom, *p < .05
Fig. 2Average number of critique reasons in students’ open-ended responses across sessions. Error bars represent within-subjects standard error of the mean (Cousineau, 2005)
Fig. 3Average number of alternative causal theories generated by students across sessions. Error bars represent within-subjects standard error of the mean (Cousineau, 2005)
Fig. 4Example diagrams depicting alternative causal theories from a student in the post-test session. On the left, diagrams showing direct cause, reverse cause, and third-variable theories; on right, a more complex theory with multiple steps and paths
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