1.4. Briefly discuss the importance of absolute values so that Grade 6 learners would understand why absolute values are necessary, also give 2 examples.

### Importance of Absolute Values for Grade 6 Learners

Absolute values are important because they help us understand how far a number is from zero, no matter whether the number is positive or negative. It's like thinking about distance: distances are always positive because they tell us "how far" rather than "which direction."

### Why Absolute Values Are Necessary:
- **Understanding Distance**: Absolute values help us measure distance on a number line. Whether you’re moving left (negative) or right (positive), the absolute value tells you how many steps you took from zero.
- **Simplifying Problems**: In math problems, especially with positive and negative numbers, absolute values make it easier to work with numbers by focusing on their size, not their direction.

### Two Examples:
1. **Example 1**: The absolute value of -5 is 5. This means that -5 is 5 steps away from zero on the number line.
   - **Written**: |−5| = 5
2. **Example 2**: The absolute value of 7 is 7, because it is 7 steps away from zero on the number line.
   - **Written**: |7| = 7

Absolute values are like saying, "I don’t care if you went left or right, just tell me how far you’ve gone."

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**Would you like to explore more about absolute values or have any questions?**

### Related Questions:
1. What is the absolute value of -10?
2. How do absolute values help in comparing temperatures?
3. Can you explain how absolute values are used in real life?
4. What happens to the absolute value when a number is zero?
5. How does the number line help in understanding absolute values?

**Tip**: Always think of absolute values as the distance from zero—distance is never negative!

Explore the importance of absolute values in mathematics with clear explanations and examples suitable for Grade 6 learners. Understand how absolute values measure distance on a number line and simplify mathematical problems involving positive and negative numbers.

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