Question

1. $6x - 2y \leq 4$

$y < x$ $m=$
$6x-2y\leq4$ $b=$
$-2y \leq -6x + 4$
$y \geq 3x - 2$ $m=$
$y=3x-2$ $b=$

Explanation:

Step1: Identify slope-intercept form

Slope-intercept form is $y=mx+b$, where $m$ = slope, $b$ = y-intercept.

Step2: Analyze $y < x$

Compare to $y=mx+b$:
$y = 1x + 0$
$m=1$, $b=0$

Step3: Analyze $y \geq 3x-2$

Compare to $y=mx+b$:
$m=3$, $b=-2$

Answer:

For $y < x$:
Slope $m=1$, y-intercept $b=0$
For $y \geq 3x-2$:
Slope $m=3$, y-intercept $b=-2$