___________ is a transformation used to create symmetry on the coordin..
___________ is a transformation used to create symmetry on the coordinate plane. => Symmetry or Translation or Reflection or Rotation..
Find the coordinates of the apple placed on the coordinate plane.
Find the coordinates of the apple placed on the coordinate plane. => (4, 1) or (0, 4) or (1, 4) or (4, 0)..
Identify the coordinates of the point marked on the coordinate plane.
Identify the coordinates of the point marked on the coordinate plane. => (2, 5) or (1, 1) or (3, 4) or (2, 6)..
What are the coordinates for the jug on the coordinate plane?
What are the coordinates for the jug on the coordinate plane? => (4, -2) or (-2,-4) or (-4, 2) or (4, 2)..
What are the coordinates for the jug on the coordinate plane?
What are the coordinates for the jug on the coordinate plane? => (-2, -4) or (4, 2) or (-4, 2) or (4, -2)..
Find the coordinates of the apple placed on the coordinate plane.
Find the coordinates of the apple placed on the coordinate plane. => (4, 0) or (0, 4) or (4, 1) or (1, 4)..
Find the coordinates of the apple placed on the coordinate plane.
Find the coordinates of the apple placed on the coordinate plane. => (4, 1) or (0, 4) or (1, 4) or (4, 0)..
Identify the coordinates of the kitten and the parrot shown on the coo..
Identify the coordinates of the kitten and the parrot shown on the coordinate plane. => Kitten (- 3, 4) and parrot (- 1, - 3) or Kitten (- 3, 4) and parrot (- 2, - 3) or Kitten (- 3, 4) and parrot (- 2, - 4) or Kitten (- 3, 0) and parrot (- 2, - 3)..
Identify the vertices of the rectangle in the coordinate plane.
Identify the vertices of the rectangle in the coordinate plane. => W = (1, 4), X = (1, 2), Y = (3, 2) and Z = (4, 4) or W = (1, 4), X = (1, 2), Y = (5, 2) and Z = (5, 4) or W = (1, 1), X = (2, 2), Y = (5, 2) and Z = (1, 4) or W = (2, 4), X = (1, 2), Y = (5, 3) and Z = (5, 5)..
Find the ordered pair for the point A on the coordinate plane.
Find the ordered pair for the point A on the coordinate plane. => (3, 2) or (2, 3) or (2, 2) or (3, 3)..
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