Which of the following statements is not true about 'mapping in Mathematics?

Options

A. Mapping strengthens spatial thinking
B. Mapping promotes proportional reasoning
C. Mapping is not part of Mathematics curriculum
D. Mapping can be integrated in
many topics of Mathematics

Answer

To determine which statement is not true about mapping in Mathematics, we will analyze each option provided in the question.

### Step-by-Step Solution:

1. **Understand the Concept of Mapping**:
- Mapping in mathematics refers to the representation of relationships between sets, often visualized through diagrams or graphs. It helps in understanding spatial relationships and proportional reasoning.

**Hint**: Recall that mapping is often used to represent relationships and can involve visual aids.

2. **Evaluate Each Statement**:
- **Statement 1**: "Mapping strengthens Spatial Thinking."
- This statement is true. Mapping helps individuals visualize and understand spatial relationships, which is essential in mathematics.

**Hint**: Think about how maps help in visualizing locations and distances.

- **Statement 2**: "Mapping promotes proportional reasoning."
- This statement is also true. Maps often use scales that require an understanding of ratios and proportions to interpret distances correctly.

**Hint**: Consider how maps use scales like 1 cm = 10 km and how that relates to ratios.

- **Statement 3**: "Mapping is not a part of Mathematical Curriculum."
- This statement is not true. Mapping is indeed a part of the mathematical curriculum as it integrates various mathematical concepts such as geometry, ratios, and spatial reasoning.

**Hint**: Reflect on the various topics in mathematics where mapping is utilized.

- **Statement 4**: "Mapping can be integrated in many topics in mathematics."
- This statement is true. Mapping can be applied in various mathematical topics, including geometry, statistics, and algebra.

**Hint**: Think of the different areas in mathematics where visual representations are used.

3. **Identify the Incorrect Statement**:
- After evaluating all statements, we find that **Statement 3** is the one that is not true about mapping in mathematics.

### Conclusion:
The statement that is not true about mapping in Mathematics is: **"Mapping is not a part of Mathematical Curriculum."**

### Final Answer:
**Option 3** is the correct answer as it is not true.

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