Which of the educational principle, is functional as foundation for the assessment of mathematical learning ?

Options

A. Principle of content
B. principle of learnig and equality
C. Both (a ) and (b)
D. None of above

Answer

To determine which educational principle serves as a foundation for the assessment of mathematical learning, we can analyze the three principles mentioned in the video transcript:

1. **Content Principle**: This principle emphasizes the importance of the mathematical content that students need to learn. It reflects the essential mathematics that should be included in the curriculum and assessed.

2. **Learning Principle**: This principle focuses on enhancing the learning of mathematics. It supports effective teaching practices and institutional methods that facilitate better understanding and retention of mathematical concepts.

3. **Equity Principle**: This principle ensures that all students have the opportunity to learn important mathematics, regardless of their background or circumstances. It emphasizes fairness and accessibility in mathematical education.

Given these principles, we can conclude that both the Content Principle and the Learning Principle are foundational for assessing mathematical learning. The Equity Principle also plays a crucial role in ensuring that assessments are fair and inclusive.

Thus, the correct answer to the question is **option number 3**, which states that both A (Content Principle) and B (Learning Principle) are functional as foundations for the assessment of mathematical learning.

### Steps:
1. Identify the educational principles related to mathematical learning.
2. Analyze the Content Principle, Learning Principle, and Equity Principle.
3. Determine how each principle contributes to the assessment of mathematical learning.
4. Conclude which principles are foundational for assessment.
5. Select the correct option based on the analysis.