When looking for similarities between two objects, a blocked study method is most helpful. However, which is best when you want to retain the knowledge you learned in the long run? Doug Rohrer, Robert F. Dedrick, and Sandra Sterstic (2014) found that students who practiced math problems in an interleaved condition did better than students in a blocked condition on a math test which used the strategies they learned from the practice. This was found to be true one day later, as well as thirty days later. In this study, interleaving worked best because it taught students to read each question and properly identify what strategy they should use. The reason blocking was not as effective was that students no longer need to decipher which strategy to use. This is due to the fact that when they figure out the strategy for question one, it will be the same strategy they use for all ten questions. When it came time for testing, either one or thirty days later, the students who were able to identify the differences between the questions, the students in the interleaved practice condition, were more successful in solving the math problem because they developed the strategy for solving each …show more content…
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