Reflections Practice - Name Date Reflections 1 Find the reflection of the triangle HOT over the x-axis Write the coordinates of H\u2019O\u2019T\u2019 Is the

# Reflections Practice - Name Date Reflections 1 Find the...

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Name: _______________________ Date: ________________________ 1 Reflections 1.Find the reflection of the triangle HOTover the x-axisWrite the coordinates of H’O’T’. Is the image similar or congruent? How do you know? . 2.Find the reflection of the quadrilateral WXYZacross the dotted line. What is the equation of the dotted line? 2345678y .
Name: _______________________ Date: ________________________ 2 3.The table below shows the coordinates of triangle PQRTriangle PQRTriangle P’Q’R’P (-3, 2) Q (-3, 6) R (-7, 7) Part A Fill in the table above for the coordinates of P’, Q’, andR’ after a reflection over they-axis.Part B On the grid below, draw triangle PQR and triangle P’Q’R’Part C On the lines below, explain how you determined the location of R’12345678910–1–2–3–4–5–6–7–8–9–10x12345678910–1–2–3–4–5–6–7–8–9–10y . P’ Q’ R’ . . ________________________________________________________________________ ________________________________________________________________________
Name: _______________________ Date: ________________________ 3 12345678–1–2–3–4–5–6–7–8x12345678–1–2–3–4–5–6–7–8y4.Triangle XYZ has vertices X(2, 1), Y(6,1), and Z(4, 4). On the graph, draw the image of triangle XYZafter a translation two to the left. Label the image XYZNow create triangle X”Y”Z” by reflecting triangle XYZover the x-axis. What will be the coordinates of triangle X”Y”Z” ? Is the new image similar or congruent? 5.Describe a reflection that would move shape 1 to match shape 2. ___________________________________ ___________________________________ ___________________________________
Name: _______________________ Date: ________________________ 4 6.Refer to the grid below: a)Describe how you could move shape 1 to exactly match shape 2 by using one translation and one reflection. b)Are there other sequences of transformations that would move shape 1 to exactly match shape 2? If so, describe the steps you would perform.