| Literature DB >> 23787038 |
Alexander Jobs1, Christoph Twesten, Anna Göbel, Hendrik Bonnemeier, Hendrik Lehnert, Gunther Weitz.
Abstract
BACKGROUND: Writing exam questions can be a valuable learning tool. We asked students to construct multiple choice questions for curricular exams in Internal Medicine. The questions for the particular exams were chosen from a pool of at least 300 student-written questions. The uncorrected pool was accessible to all students. We studied the influence of this approach on the students' learning habits and their test results. We hypothesized that creating a pool of their own questions for the exams could encourage students to discuss the learning material.Entities:
Mesh:
Year: 2013 PMID: 23787038 PMCID: PMC3698068 DOI: 10.1186/1472-6920-13-89
Source DB: PubMed Journal: BMC Med Educ ISSN: 1472-6920 Impact factor: 2.463
Performance of the three groups of students divided into tertiles by the results of the lecturers’ questions
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| high performer | 87.8 ± 3.4 | 93.9 ± 3.3 | 32 | 86.8 ± 3.7 | 92.9 ± 4.2 | 21 |
| intermediate performer | 78.5 ± 2.1 | 90.9 ± 4.5 | 28 | 77.9 ± 1.5 | 91.0 ± 3.1 | 21 |
| low performer | 69.4 ± 5.3 | 88.5 ± 5.1 | 42 | 68.9 ± 6.1 | 87.9 ± 6.5 | 26 |
Figure 1Number of students taking the exams and filling in the questionnaire.
Figure 2Bland-Altman-plot of the performance of the students who took all four exams (n = 102) differentiating by the type of questions. The gray saturation indicates whether data points superpose a xy-pair (up to 5 students per point).
Results of the questionnaire
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| The grade in internal medicine is important to me. | 1 [1-2] | 2 [1-3] | <.01 |
| I consider the grade in internal medicine to be important for future job applications. | 2 [1-3] | 3 [1-3] | <.05 |
| I find it important that the exams in internal medicine differentiate between high and low performing students. | 3 [2-3] | 4 [4-4] | <.001 |
| I consider a good grade be a reward for my learning efforts. | 2 [1-2] | 2 [2-2] | n.s. |
| I have learned more in the system with the students’ questions than in the system with the lecturers’ questions. | 3 [3-4] | 3 [2-4] | n.s. |
| Number of constructed questions | 6 [3-10] | 6 [0-9] | n.s. |
There was a 5-point-true-false-scale for the statements: 1=completely true, 2 = rather true, 3 = neutral, 4 = rather false, 5 = completely false. Data are presented as mean and interquartile range. The P-values indicate the results of a Mann-Whitney U test comparing the groups.
Distribution of students who constructed up to three questions versus students who constructed six or more questions to the high and low performing group, respectively
| ≥6 constructed questions | 14 | 16 | 30 |
| ≤3 constructed questions | 6 | 9 | 15 |
Hours spent preparing for the four exams according to different learning methods as recalled in the questionnaire
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| Lecture | 17 ±3 | 12 ±2 | 14 ±2 | 12 ±2 | 16 ±3 | 12 ±2 | 5 ±1 | 3 ±1 |
| Textbook | 20 ±4 | 18 ±3 | 16 ±2 | 15 ±2 | 15 ±2 | 15 ±2 | 6 ±1 | 7 ±1 |
| Peer group | 3 ±1 | 3 ±1 | 3 ±1 | 3 ±1 | 3 ±1 | 2 ±1 | 1 ±0 | 2 ±1 |
| Construction of questions | n.a. | n.a. | 2 ±0 | 0 ±0 * | n.a. | n.a. | 1 ±0 | 1 ±1 |
| pool of questions | n.a. | n.a. | 5 ±1 | 4 ±1 | n.a. | n.a. | 6 ±1 | 7 ±1 |
| other | 9 ±1 | 9 ±1 | 5 ±1 | 5 ±1 | 8 ±1 | 10 ±2 | 2 ±1 | 2 ±1 |
| ∑ | 49 ±5 | 42 ±4 | 45 ±4 | 41 ±4 | 42 ±4 | 39 ±4 | 20 ±2 | 22 ±2 |
Data are presented as mean ±SEM; n.a. = not applicable. *P<.05 comparing high and low performers.
Figure 3Bland-Altman-plot of the performance of the students who took the GHO-exam (n = 256) differentiating by the type of questions. The gray saturation indicates whether data points superpose a xy-pair (up to 19 students per point).