Question

here is a system of equations.
\

$$\begin{cases} y = -5 - 3x \\\\ y = -3x - 5 \\end{cases}$$

graph the system. then write its solution. note that you can also answer
o solution\ or \infinitely many\ solutions.
graph of a coordinate plane with grid, and some graphing tools, a solution box, and buttons for
o solution\, \infinitely many\, and a coordinate input (□,□)

Explanation:

Step1: Analyze the equations

Both equations are $y=-3x-5$ (the first is rewritten to match: $y=-5-3x = -3x-5$).

Step2: Compare line properties

They have identical slopes ($m=-3$) and y-intercepts ($b=-5$), so they are the same line.

Step3: Determine solution type

Coinciding lines have infinitely many overlapping points.

Answer:

Infinitely many solutions