(-10) and (-8) what’s the domain of the linear function on the graph?

Answer 1

To determine the domain of a linear function on a graph involving the points (-10) and (-8), we first need more context.

1. **Understanding the Points**:
- If you mentioned two x-values, `x = -10` and `x = -8`, we can assume we're looking at the part of the graph between these two points.

2. **Linear Function**:
- A linear function extends infinitely in both directions along the x-axis unless specified otherwise by some context (such as real-world constraints or a given interval).

3. **Domain**:
- If there's no further constraint, the domain of a linear function is generally all real numbers, represented as (-∞, ∞).
- If we're focusing specifically on the interval between the points `x = -10` and `x = -8`, the domain would be limited to this set of x-values: [-10, -8].

Based on the most immediate interpretation:

- **If you mean a limited domain between the points**:
- Domain: \([-10, -8]\)

- **If you mean the general domain of a linear function**:
- Domain: \((-\infty, +\infty)\)

Please specify if there are additional constraints or context!