Slide and flip a shape on the grid
Grade 8 Math Worksheet - Building Confidence

Circle the best answer, or write your answer on the line.
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Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The kite drawing with corner D(2, 5) marked and an arrow 6 units left from D; the image is not drawn. Table old | new: the x row 2 | 2 − 6.
Ari slides a kite drawing 6 units left on a grid. Corner D is at (2, 5). In the table, the x row is 2 → 2 − 6. What is the x-coordinate of D′?
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Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The rocket drawing with corner D(-3, 1) marked and an arrow 7 units up from D; the image is not drawn. Table old | new: the y row 1 | 1 + 7.
Bo slides a rocket drawing 7 units up on a grid. Corner D is at (-3, 1). In the table, the y row is 1 → 1 + 7. What is the y-coordinate of D′?
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Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The boat drawing with corner D(-5, -2) marked and an arrow 4 units right from D; the image is not drawn. Table old | new: the x row -5 | -5 + 4.
Esme slides a boat drawing 4 units right on a grid. Corner D is at (-5, -2). In the table, the x row is -5 → -5 + 4. What is the x-coordinate of D′?
Coordinate grid, all four quadrants, each square one unit, 20 squares across (-10 to 10), origin in the middle. Jun slides a house drawing 8 units down on a grid. Corner D is at (4, 3). In the table, the y row is 3 → 3 − 8. What is the y-coordinate of D′?
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Coordinate grid, all four quadrants, each square one unit, 20 squares across (-10 to 10), origin in the middle. The tent drawing with corner D(6, -4) marked and an arrow 3 units down from D; the image is not drawn. Table old | new: the y row -4 | -4 - 3.
Kira slides a tent drawing 3 units down on a grid. Corner D is at (6, -4). In the table, the y row is -4 → -4 − 3. What is the y-coordinate of D′?
Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The tent drawing with corner D(6, -4) marked and an arrow 3 units down from D; the image is not drawn. Table old | new: the y row -4 | -4 − 3. Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The tent drawing with corner D(6, -4) marked and an arrow 3 units down from D; the image is not drawn. Table old | new: the y row -4 | -4 − 3. x y -10 10 10 -10 D(6, -4) 3 units Milo slides a robot picture on a grid. The table shows where corners C and F went. Corner G starts at (5, 3). Where does G′ land? Write it like (7, -3).
Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The robot picture is drawn; the image is not drawn. Table old (x, y) | new (x, y): C(1, 4) | C′(4, 2); F(3, 7) | F′(6, 5); G(5, 3) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The robot picture is drawn; the image is not drawn. Table old (x, y) | new (x, y): C(1, 4) | C′(4, 2); F(3, 7) | F′(6, 5); G(5, 3) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across, origin in the middle −10 −8 −6 −4 −2 2 4 6 8 10 −10 −9 −8 −7 −6 −5 −4 −3 −2 −1 1 2 3 4 5 6 7 8 9 10 C C' F F' G The robot picture is drawn; the image is not drawn. old (x, y) new (x, y) C(1, 4) C'(4, 2) F(3, 7) F'(6, 5) G(5, 3) ? Noah slides a castle picture on a grid. The table shows where corners C and F went. Corner G starts at (7, 5). Where does G′ land? Write it like (7, -3).
Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The castle picture is drawn; the image is not drawn. Table old (x, y) | new (x, y): C(6, 2) | C′(2, 3); F(9, -3) | F′(5, -2); G(7, 5) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The castle picture is drawn; the image is not drawn. Table old (x, y) | new (x, y): C(6, 2) | C′(2, 3); F(9, -3) | F′(5, -2); G(7, 5) | ? 20 squares across; the castle picture is drawn; the image is not drawn. −10 −8 −6 −4 −2 2 4 6 8 10 −10 −9 −8 −7 −6 −5 −4 −3 −2 −1 1 2 3 4 5 6 7 8 9 10 old (x, y) new (x, y) C(6, 2) C'(2, 3) F(9, -3) F'(5, -2) G(7, 5) ? Pia slides a bus picture on a grid. The table shows where corners C and F went. Corner G starts at (-4, 1). Where does G′ land? Write it like (7, -3).
Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The bus picture is drawn; the image is not drawn. Table old (x, y) | new (x, y): C(-6, -4) | C′(-1, -1); F(-2, -5) | F′(3, -2); G(-4, 1) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The bus picture is drawn; the image is not drawn. Table old (x, y) | new (x, y): C(-6, -4) | C′(-1, -1); F(-2, -5) | F′(3, -2); G(-4, 1) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (-10 to 10), origin in the middle. −10 −8 −6 −4 −2 2 4 6 8 10 −10 −9 −8 −7 −6 −5 −4 −3 −2 −1 1 2 3 4 5 6 7 8 9 10 The bus picture is drawn; the image is not drawn. Table old (x, y) | new (x, y) old (x, y) new (x, y) C(-6, -4) C'(-1, -1) F(-2, -5) F'(3, -2) G(-4, 1) ? the image is not drawn. Tala flips a butterfly design across the y-axis. Wings should match! The table shows corners C and F done. Corner G is at (6, -3). Where is G′? Write it like (7, -3).
Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The butterfly design is drawn on one side of the y-axis; the image is not drawn. Table old (x, y) | new (x, y): C(2, 5) | C′(-2, 5); F(4, 1) | F′(-4, 1); G(6, -3) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The butterfly design is drawn on one side of the y-axis; the image is not drawn. Table old (x, y) | new (x, y): C(2, 5) | C′(-2, 5); F(4, 1) | F′(-4, 1); G(6, -3) | ? x y 0 -10 10 10 -10 C F G C' F' each square = 1 unit 20 squares across Zee flips a leaf design across the x-axis. The table shows corners C and F done. Corner G is at (4, 3). Where is G′? Write it like (7, -3).
Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The leaf design is drawn on one side of the x-axis; the image is not drawn. Table old (x, y) | new (x, y): C(-3, 2) | C′(-3, -2); F(1, 6) | F′(1, -6); G(4, 3) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (−10 to 10), origin in the middle. The leaf design is drawn on one side of the x-axis; the image is not drawn. Table old (x, y) | new (x, y): C(-3, 2) | C′(-3, -2); F(1, 6) | F′(1, -6); G(4, 3) | ? Coordinate grid, all four quadrants, each square one unit, 20 squares across (-10 to 10), origin in the middle −10 −8 −6 −4 −2 2 4 6 8 10 −10 −9 −8 −7 −6 −5 −4 −3 −2 −1 1 2 3 4 5 6 7 8 9 10 The leaf design is drawn on one side of the x-axis; the image is not drawn. old (x, y) new (x, y) C(-3, 2) C'(-3, -2) F(1, 6) F'(1, -6) G(4, 3) ?