Reflection Question 1. Reflection Question 2 m Reflection Question 3.

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Transformations on the Coordinate Plane

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Presentation transcript:

Reflection Question 1

Reflection Question 2 m

Reflection Question 3

Reflection Question 2

Reflection Questions 5

Compositions Question 1 Determine the compositions of transformations that maps the image A’B’C’ onto its pre-image ABC.

Compositions Question 2

Compositions Question 3 Determine the compositions of transformations that maps the pre-image ABC onto its pre-image A’B’C’.

Compositions Question 4

Compositions Question 5

Rotation Question 1 Point G has coordinates (-4, 5). What are the coordinates of G’ after a rotation of 90 degrees?

Rotation Question 2 Given the shape to the right identify all types of symmetry. Include, if necessary, total number of lines and/or degrees of rotation.

Rotation Question 3 Point H’ (-125, 458) is the image of point H (125, -458) after a transformation. Specify the transformation that has occurred.

Rotation Question 4 Using a compass and a straight edge, find the center of rotation for the triangles shown.

Rotation Question 5

Translation Question 1 Point T(-2, 6) is transformed under the rule (x + 6, y – 2). What are the coordinates of T’?

Translation Question 2 Find the translation vector that moves pre- image F to image L. F L

Translation Question 3 Write a translation rule that would map RSTU onto R’S’T’U’.

Translation Question 4 F I G U P

Translation Question 5 3.The image of point (-2, 3) under translation T is (3, -1). What is the image of point (4, 2) under the same translation? a.(-1, 6)b. (0, 7) c.(5, 4)d. (9, -2) 4.If a triangle is translated by a given vector, which statement is false? a.Distance is preserved b. Orientation is reversed c.Angle measure is preserved d. Parallelism is preserved