In teaching mathematics, an "axiomatic methods" does not include

Options

A. euclidean method
B. non-euclidean method
C. genetic method
D. formal axiomatic method

Answer

To solve the question, we need to understand the concept of "axiomatic methods" in teaching mathematics and identify which option does not fit within this framework.

### Step-by-Step Solution:

1. **Understanding Axiomatic Methods**:
- The axiomatic method is a logical framework where a system is built based on a set of axioms or postulates. These are fundamental statements assumed to be true without proof.
- The entire mathematical structure is derived from these basic propositions through logical deductions.

**Hint**: Remember that axiomatic methods rely on foundational truths (axioms) to build further knowledge.

2. **Identifying Components of Axiomatic Methods**:
- Axiomatic methods typically involve two types:
- **Occluded Method**: This includes both axioms and postulates.
- **Non-Occluded Method**: This does not include any axioms or postulates.

**Hint**: Distinguish between the types of methods based on the presence or absence of axioms and postulates.

3. **Determining What is Not Included**:
- Since the question asks for what does not belong to the axiomatic methods, we focus on the non-occluded method, which explicitly lacks axioms or postulates.
- Therefore, the non-occluded method is the correct answer as it does not fit within the axiomatic framework.

**Hint**: Look for the option that explicitly states the absence of foundational truths, as that will be the answer.

### Final Answer:
The "axiomatic methods" in teaching mathematics does not include the **non-occluded method**.