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Articles

A Web Simulator to Assist in the Teaching of Bayes’ Theorem

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Figures & data

Fig. 1 Initial screen of simulator.

Fig. 1 Initial screen of simulator.

Fig. 2 Simulator screen after one correct but unsuccessful search.

Fig. 2 Simulator screen after one correct but unsuccessful search.

Fig. 3 Breakdown on grades in pre- and post-test according to use of simulator.

Fig. 3 Breakdown on grades in pre- and post-test according to use of simulator.

Fig. 4 Individual performances in pre- and post-test according to use of simulator and score obtained. Each point is color-coded reflecting the score obtained when using the simulator (right legend), with students who did not use it shown in gray.

Fig. 4 Individual performances in pre- and post-test according to use of simulator and score obtained. Each point is color-coded reflecting the score obtained when using the simulator (right legend), with students who did not use it shown in gray.

Fig. 5 Breakdown of grades in pre- and post-test according to use of simulator per group. Each point is color-coded reflecting the score obtained when using the simulator (right legend), with students who did not use it shown in gray.

Fig. 5 Breakdown of grades in pre- and post-test according to use of simulator per group. Each point is color-coded reflecting the score obtained when using the simulator (right legend), with students who did not use it shown in gray.

Table 1 Effect on Grade of use of simulator.

Table 2 Comparison of models.

Fig. 6 Breakdown of grades in pre- and post-test according to perceived usefulness of the simulator. Students responded that it helped

Fig. 6 Breakdown of grades in pre- and post-test according to perceived usefulness of the simulator. Students responded that it helped…

Fig. 7 Breakdown of grades in pre- and post-test according to time spent using the simulator.

Fig. 7 Breakdown of grades in pre- and post-test according to time spent using the simulator.