First Part
to solve we loo the graph and write the coordinates of each point, first the value on x(horizontal) and then the value of y(Vertical)
1.A(3,4)
2.B(-2,3)
3.C(2,-3)
4.D(-5,-4)
5.E(-7,1)
6.F(8,6)
Second part
we look the coordinates on the graph first number is the value on x and second the value on y
7. (+5,0) H
8.(-1,-1) J
9.(0,7) L
10.(6,-5) I
11.(-4,-8) K
12.(-5,5) G
Third part
13.we start on the point (0,0) and sum or rest any move, if is horizontaly is a move on x or the first coordinate and if is up or down the move is on y or the second coordinate
[tex](0,0)[/tex]6 units left. It is less on first coordinate
[tex](-6,0)[/tex]3 units down. It is less on second coordinate
[tex](-6,-6)[/tex]1 unit right. It is sum on first coordinate
[tex]\begin{gathered} (-6+1,-6) \\ (-5,-6) \end{gathered}[/tex]9 units up. It is a sum on second coordinate
[tex]\begin{gathered} (-5,-6+9) \\ \\ (-5,3) \end{gathered}[/tex]the final ordered pair is (-5,3)
14. We read the point from the graph
[tex]X(-4,3)[/tex]then the y-coordinate is 3, option B
15. To graph (-2,3) we move two units to left from (0,0) then move up 3 units
