Question 1182817
.
<pre>

The given inequality is EQUIVALENT to


    y > {{{-x/2 - 1}}}.


So, you plot the line  y = {{{-x/2 - 1}}}  as it is shown in the graph below



    {{{drawing(400,400,-5,5,-5,5,

       graph(400,400,-5,5,-5,5,
             -x/2 - 1),
   locate(2,   4,   the),
   locate(1.5, 3,   solution),
   locate(2,   2,   set)
)}}}


                    Plot y = {{{-x/2 - 1}}}



This line cuts the coordinate plane in two parts.


The solution set to the given inequality is half of the coordinate plane, which is STRICTLY above the red line.    <U>ANSWER</U>
</pre>

Solved and explained.



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Please accept my congratulations !



Based on my notices in my previous post, &nbsp;you were able to re-formulate your previous incorrect request 

by the precisely correct way.



I am glad to see your progress (!)


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On solving inequalities in two variables, &nbsp;look into the lesson

&nbsp;&nbsp;&nbsp;&nbsp;- <A HREF=https://www.algebra.com/algebra/homework/Graphs/Solving-systems-of-inequalities-in-two-unknown-graphically-in-a-coordinate-plane.lesson>Solving systems of inequalities in two unknown graphically in a coordinate plane</A> 

in this site.


Learn the method from there.



Happy learning (!)