Question

other than (3, 5) that is

1. ( y = 2x - 1 )

Explanation:

Step1: Find y-intercept (x=0)

Substitute $x=0$ into $y=2x-1$:
$y=2(0)-1=-1$
Point: $(0, -1)$

Step2: Find another point (x=3)

Substitute $x=3$ into $y=2x-1$:
$y=2(3)-1=5$
Point: $(3, 5)$

Step3: Find a third point (x=-1)

Substitute $x=-1$ into $y=2x-1$:
$y=2(-1)-1=-3$
Point: $(-1, -3)$

Step4: Plot and connect points

Mark $(0, -1)$, $(3, 5)$, $(-1, -3)$ on the grid, then draw a straight line through them extending across the graph.

Answer:

The line $y=2x-1$ is graphed by plotting the points $(0, -1)$, $(3, 5)$, $(-1, -3)$ and drawing a straight line through them, spanning the coordinate grid.