Question

graph these equations:$y = 4x - 5$$y = -1$click to select points on the graph.

Explanation:

Step1: Identify points for $y=4x-5$

Find two points:

• When $x=0$: $y=4(0)-5=-5$, so point $(0, -5)$
• When $x=2$: $y=4(2)-5=3$, so point $(2, 3)$

Step2: Identify line for $y=-1$

This is a horizontal line; points include $(0, -1)$, $(3, -1)$

Step3: Plot and connect points

For $y=4x-5$: connect $(0, -5)$ and $(2, 3)$. For $y=-1$: draw a horizontal line through all points where $y=-1$.

Answer:

1. For $y=4x-5$: Plot points $(0, -5)$ and $(2, 3)$, then draw a straight line through them.
2. For $y=-1$: Draw a horizontal straight line that passes through any point with a $y$-coordinate of $-1$ (e.g., $(0, -1)$, $(4, -1)$).