Transformations-ReviewDocKey

# F any line parallel to po will have what slope 146

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f.) Any line parallel to PO will have what slope? Review 3.1-3.15/4.1+4.6 – Answer Key 1a.) See handwritten key for graph. 1b.) Q’ = (-2, -4); U’ = (-2, -8); E’ = (1, -9); S’ = (4, -8); T’ = (4, -4) 1c.) Q’’ = (5, 1); U’’ = (5, 5); E’’ = (8, 6); S’’ = (11, 5); T’’ = (11, 1) 2a.) See handwritten key for graph. 2b.) R’ = (-1, -2); E’ = (-4, 2); V’ = (-4, -3); ( x , y ) (- x , y + 5) N O P 5 -5 -5 5

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3.) ( x , y ) ( x + 3, y – 5); I’ = (10, -5); W’ = (0, -9) 4.) ( x , y ) (- x , y + 2); R’ = (0, 2); I’ = (-1, 6) 5.) 11 blocks north; 3 blocks west 6a.) 10 congruent triangles; 36 o per angle. 6b.) Y 6c.) 72 o clockwise; 288 o counter-clockwise 6d.) 144 o counter-clockwise 7.) Line symmetry (8 lines); Rotational symmetry (45 o ); Point symmetry. 8.) 7 29 , 12 4 - ÷ 9.) c = -3; d = 4 10.) (11, -9) 11.) x = 3, -2 12a.) Yes 12b.) No 13a.) 3 7 4 ; ; 7 4 3 NO NP PO = - = - = 13b.) 1 5 , 2 2 R = ÷ 13c.) Slope = -11 13e.) Slope = 4 7 13f.) Slope = 4 3
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