Answer:
Graph 2
Step-by-step explanation:
Here, the given inequality is,

At (0,0),

( True )
So, The shaded region must contain the origin,
Hence, Graph 1 and Graph 3 can not be the graph of
,
Now, we know that, The standard form of a parabola is,

Where, (h,k) is the vertex of the parabola,
From equation (1), the related equation of inequality (1) can be written,

By Comparing,
The vertex of the related parabola of inequality (1) is (0,-5),
⇒ The vertex of the given parabola must be lie on the negative y-axis
Thus, Graph 3 can not be the graph of the given equation,
Therefore, Graph 2 must be the graph of the given inequality.