Reflections on Coordinate Plane
Click the buttons until you understand how the sketch works.[br]When you are finished, reset the sketch with the circular arrows at top right.[br]The first Reflection Line is x = 0. What is another name for this line?[br]Write the coordinates of the Image points.[br]Preimage A(1,2) reflects to A'([br]Preimage B(1,4) reflects to B'([br]Preimage C(2,5) reflects to C'([br]Preimage D(3,4) reflects to D'([br]Preimage E(2,3) reflects to E'([br]Preimage F(2.2) reflects to F'([br]If the Preimage had Point P(x,y) reflected over the y-axis, what are the coordinates of P'?[br]Cycle through the Quadrants to be sure that your rule works.[br][br]Change the Reflection Line to y = 0. What is another name for this line?[br]Write the coordinates of the Image points.[br]Preimage A(1,2) reflects to A'([br]Preimage B(1,4) reflects to B'([br]Preimage C(2,5) reflects to C'([br]Preimage D(3,4) reflects to D'([br]Preimage E(2,3) reflects to E'([br]Preimage F(2.2) reflects to F'([br]If the Preimage had Point P(x,y) reflected over the x-axis, what are the coordinates of P'?[br]Cycle through the Quadrants to be sure that your rule works.[br][br]If there is time, change the Reflection Line to y = x.[br]Write the coordinates of the Image points.[br]Preimage A(1,2) reflects to A'([br]Preimage B(1,4) reflects to B'([br]Preimage C(2,5) reflects to C'([br]Preimage D(3,4) reflects to D'([br]Preimage E(2,3) reflects to E'([br]Preimage F(2.2) reflects to F'([br]If the Preimage had Point P(x,y) reflected over y = x, what are the coordinates of P'?[br]Cycle through the Quadrants to be sure that your rule works.[br][br]If there is time, change the Reflection Line to y = -x.[br]Write the coordinates of the Image points.[br]Preimage A(1,2) reflects to A'([br]Preimage B(1,4) reflects to B'([br]Preimage C(2,5) reflects to C'([br]Preimage D(3,4) reflects to D'([br]Preimage E(2,3) reflects to E'([br]Preimage F(2.2) reflects to F'([br]If the Preimage had Point P(x,y) reflected over y = -x, what are the coordinates of P'?[br]Cycle through the Quadrants to be sure that your rule works.