Question

rite the equations for the system of linear equations graphed.

(1 point)
The equation of the solid line is y=
y
=
, and the equation of the dotted line is y=
y
=
.the solid line has no points but the dotted line has 0,0

Answer 1

To write the equations for the system of linear equations based on your description, we need to clarify a few things:

1. **Solid Line Equation**: The solid line doesn't have any intersection points with the dotted line in the graph you mentioned. We will represent its equation as \(y = mx + b\), where \(m\) is the slope and \(b\) is the y-intercept. However, you have not provided specific details about the slope or y-intercept.

2. **Dotted Line Equation**: The dotted line has a specific point (0,0), which means it passes through the origin. We can represent its equation as \(y = mx\). Again, you need to provide the value of \(m\) (the slope) for us to complete this equation.

To summarize, without specific numerical values for the slopes and y-intercepts:

- Solid line: \(y = m_1x + b_1\) (where \(m_1\) and \(b_1\) need to be specified).
- Dotted line: \(y = m_2x\) (where \(m_2\) also needs to be specified).

If you provide the slopes and y-intercepts or any points through which the lines pass, I can help generate the exact equations for you!