“…Research has highlighted processes such as: explore and formulate conjectures and generalizations, requesting explanations and/or justifications of responses (Brodie, 2010;Thompson, 2012); identify counterexamples, and present and evaluate arguments, including mathematical argumentation of colleagues and teacher (Stein et al, 2008;Thompson, 2012); generate examples, evaluate mathematical statements, and use definitions to classify mathematical objects (Breen & O"Shea, 2019). It has also been suggested that tasks should include questions that encourage the formulation of conjectures and generalizations, involving students in purposeful or systematic observation of specific cases and in the search for similarities and differences among objects, as well as from their previous knowledge and other generalizations already known, but changing the conditions of the situation (Jeannotte & Kieran, 2017;Lin et al, 2011).…”