Practice worksheet for finding the opposite value of integers and plotting them on a number line.

Let's solve the problem step by step.

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A) Write the opposite value of each integer.

The opposite value of an integer is the number with the same magnitude (absolute value) but the opposite sign.

- If the number is positive, its opposite is negative.
- If the number is negative, its opposite is positive.

#### Solutions:

1) Opposite of 79 → -79
2) Opposite of 47 → -47
3) Opposite of -54 → 54
4) Opposite of 3 → -3
5) Opposite of -10 → 10
6) Opposite of -32 → 32
7) Opposite of -21 → 21
8) Opposite of -65 → 65

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B) Mark each integer and its opposite value on the number line.

We are given a number line from -9 to 9. For each integer, we need to:
- Locate the integer.
- Locate its opposite.
- Mark both points.

Let’s go through each one.

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#### 1) -4

- Integer: -4
- Opposite: 4
- On the number line:
- Place a mark at -4
- Place a mark at 4

✔ Both are equidistant from 0, on opposite sides.

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#### 2) 6

- Integer: 6
- Opposite: -6
- On the number line:
- Mark 6
- Mark -6

✔ Again, symmetric about 0.

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#### 3) -1

- Integer: -1
- Opposite: 1
- Mark -1 and 1

✔ These are one unit left and right of 0.

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#### 4) -5

- Integer: -5
- Opposite: 5
- Mark -5 and 5

✔ Symmetric around 0.

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✔ Final Answers:

#### Part A:
1) -79
2) -47
3) 54
4) -3
5) 10
6) 32
7) 21
8) 65

#### Part B:
On each number line:
1) Mark -4 and 4
2) Mark 6 and -6
3) Mark -1 and 1
4) Mark -5 and 5

> 🔍 Explanation: The opposite of a number is the same distance from zero but on the other side of the number line. This concept helps understand symmetry in integers.

Let me know if you'd like a visual sketch or further explanation!