To interpret the equation \( y = -2x - 8 \):
- Identify the slope: The coefficient of \( x \) is \(-2\), so the slope \( m \) is \(-2\).
- Identify the y-intercept: The constant term is \(-8\), so the y-intercept \( b \) is \(-8\).
With these values:
- The slope of \(-2\) indicates that the line falls as you move from left to right.
- A y-intercept of \(-8\) means that the line crosses the y-axis at the point \((0, -8)\).
Therefore, the correct interpretation is:
The slope is −2, the y-intercept is −8, and the line is falling from left to right.