Question 1 - 20 What type of transformation is this?
Answer 1 – 20 Reflection across the y-axis
Question 1 - 30 Original Coordinate (x, y) ----> ? Transformed Coordinate (1, 2) (2, 1) (-5, 7) (7, -5) (4, 4) (-10, -3) (-3, -10) How have the coordinates of this table been transformed?
Answer 1 – 30 Reflected over y = x
Question 1 - 40 Translate the figure 5 units to the right and 7 units down
Answer 1 – 40
Question 1 - 50 Rotate the figure 270 degrees
Answer 1 – 50
Question 2 - 10 What is the slope of the line containing the points (6, 9) and (-2, 3)?
Answer 2 – 10 M=¾
Question 2 - 20 What are the lines of reflection?
Answer 2 – 20 • X-axis • Y=x
Question 2 - 30 What is the equation of the graphed line?
Answer 2 – 30 y = 3 x + 2
Question 2 - 40 Reflect the line over the x-axis Graph the reflected line and give its equation
Answer 2 – 40 Y=½x-4
Question 2 - 50 Reflect the line over the y-axis Graph the reflected line and give its equation
Answer 2 – 50 Y = -2
Question 3 - 10 What is the distance between the parallel lines? What is the distance between V and V’’?
Question 3 - 30 Identify the transformation and give the algebraic rule
Answer 3 – 30 • Reflection across the line y = x • (x, y) (y, x)
Question 3 - 40 Transform the figure using the rule (x, y) (-y, x)
Answer 3 – 40
Question 3 - 50 Transform by moving it up 3, then reflecting it across the x-axis, then moving it left 5. What is the algebraic rule for going from an original point to the final transformation?