Which of the following is/are appropriate in the context of social perspectives on assessment in mathematics?

A. Bringing the experiences of children outside the school in assessment

B. Making standardized tests

C. Using folk algorithms from different cultures

Choose the correct option.

The correct option is A and C.

To understand why statements A and C are appropriate in the context of social perspectives on assessment in mathematics, let us analyze the concepts step-by-step:

1. Understanding the Social Perspective on Mathematics Assessment:
A social or sociocultural perspective on education views learning and assessment as processes deeply embedded in the social, cultural, and historical contexts of the learners. Rather than treating mathematics as a rigid set of culture-free rules, this perspective acknowledges that mathematical understanding is shaped by a student's background, daily life experiences, and cultural environment.

2. Analyzing Statement A ("Bringing the experiences of children outside the school in assessment"):
Children constantly engage with mathematical concepts in their daily lives outside school (such as shopping, household chores, play, or family occupations). Integrating these real-world, out-of-school experiences into mathematical assessments helps make the tasks culturally relevant and meaningful. It allows teachers to assess authentic understanding rather than just rote memorization. Therefore, statement A is highly appropriate.

3. Analyzing Statement B ("Making standardized tests"):
Standardized tests are designed to be uniform and administered under identical conditions for all students, often ignoring individual, cultural, and contextual differences. From a social perspective, standardized testing can lead to bias because it assumes a homogeneous background and neglects the diverse social contexts of learners. Thus, making standardized tests does not align with a social perspective on assessment.

4. Analyzing Statement C ("Using folk algorithms from different cultures"):
Different cultures have developed unique, informal methods (folk algorithms) for solving mathematical operations. Validating and incorporating these diverse, culturally-rooted mathematical practices in assessment respects the students' heritage and promotes ethnomathematics. It shows that there is no single "correct" cultural way to perform mathematics. Therefore, statement C is highly appropriate.

Conclusion:
Since statements A and C reflect the principles of a social perspective on assessment, whereas statement B does not, the correct choice is A and C.