“…According to Bassarear (2008), the numerical sense associated with the concept of fractions simply cannot be directly taught; rather, they arise from being aware of the connection and the subtle relationships between various concepts and procedures. Therefore, the teacher must provide different contexts in which a wide range of situations are represented with fractions for the student (Kazemi & Rafiepour, 2018). The practice of visualizing the fraction in a variety of interpretations beyond the part‐whole, that is, as a quotient, as a measure, as a ratio or as an operator, by means of different examples, will allow the students to progressively appropriate and thoroughly understand the concept of rational numbers and, in particular, of fractions (Lamon, 2020).…”