Here, answer is given in form of 4 figure labelled with inequality
Step-by-step explanation:
Given inequality are
A). ![2x(-6)](/tpl/images/0410/7716/f50a0.png)
B). ![6+x\leq 3](/tpl/images/0410/7716/88193.png)
C). ![x-4](/tpl/images/0410/7716/ff664.png)
D). ![-x-5\leq (-2)](/tpl/images/0410/7716/19a80.png)
For matching with givens graph:
Simplifying...
A). ![2x(-6)](/tpl/images/0410/7716/f50a0.png)
Divide 2 on both sides
![x(-3)](/tpl/images/0410/7716/c8046.png)
B). ![6+x\leq 3](/tpl/images/0410/7716/88193.png)
Add (-6) on both side.
![6+x+(-6)\leq 3+(-6)](/tpl/images/0410/7716/251b9.png)
![x\leq(-3)](/tpl/images/0410/7716/2d765.png)
C). ![x-4](/tpl/images/0410/7716/ff664.png)
Add (4) on both side.
![x-4+4](/tpl/images/0410/7716/3d62b.png)
![x](/tpl/images/0410/7716/3d126.png)
D). ![-x-5\leq (-2)](/tpl/images/0410/7716/19a80.png)
Multiple (-1) on both side
![+x+5\geq (+2)](/tpl/images/0410/7716/d06c7.png)
Note : Change of inequality sign due to multipication of negative number
Add (-5) on both side.
![x\geq (-3)](/tpl/images/0410/7716/f9a2c.png)
Here, Answer is given in form of 4 figure labelled with inequality
![Match the inequality with its line graph. a) 2 x > -6 b) 6 + x ≤ 3 c) x - 4 < -7 d) - x - 5](/tpl/images/0410/7716/d5f8a.jpg)
![Match the inequality with its line graph. a) 2 x > -6 b) 6 + x ≤ 3 c) x - 4 < -7 d) - x - 5](/tpl/images/0410/7716/5ed80.jpg)
![Match the inequality with its line graph. a) 2 x > -6 b) 6 + x ≤ 3 c) x - 4 < -7 d) - x - 5](/tpl/images/0410/7716/11d9b.jpg)
![Match the inequality with its line graph. a) 2 x > -6 b) 6 + x ≤ 3 c) x - 4 < -7 d) - x - 5](/tpl/images/0410/7716/7fadb.jpg)