
This article presents highlighted results of a study that investigated the effects of using a computational artifact on students’ covariational reasoning and its relationship with the informatics transposition of the concept of covariation in this artifact. The methodology consisted of a multiple case study of the instrumental genesis of pre-service mathematics teachers who explored situations involving covariation with GeoGebra. The instrumented use of tools that support the quantification of variation dynamically connected with the function representations contributed to a covariational interpretation of the graph and the coordination of continuous covariation. On the other hand, restrictions were related to the representation of variation by dynamic segments in situations of negative variation and the influence of schemes based on a view of function as correspondence and on a static view of the graph.
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