Use a matrix to find the coordinates of the endpoints or vertices of the image of each figure under the given reflection. quadrilateral hijk with h(–5, 4), i(–1, –1), j(–3, –6), and k(–7, –3); y-axis

The vertices of the original quadrilateral can be written in matrix form using the vertex matrix. The vertex matrix is
     

To find the coordinates of the endpoints or vertices of the image of the given coordinate points reflected about the y-axis, we just need to multiply the transformation matrix by the vertex matrix. The transformation matrix for this particular problem is 
     

Multiplying the two matrices, we have
     

Therefore, the coordinates of the endpoints or vertices of the image are (5,4), (1,-1), (3, -6) and (7, -3).
     

The inequality sin is less than or equal to so the  line will be continuous (not dashed).
So  its not  graph 1 or 2.
And, as its less than,  the shading will be under the line

Answer - Graph 3.