Générateur de fiches — transformations
Créez une fiche de transformations à imprimer en quelques secondes. Choisissez le type d'exercice, la difficulté et le nombre d'exercices, puis imprimez-la ou enregistrez-la en PDF avec son corrigé.
Transformations
Nom: Date:
- 1.Reflect (10, -4) across the y-axis.
- 2.Translate (1, -3) by (6, 10).
- 3.Dilate (7, -1) by a scale factor of 5, centred at the origin.
- 4.Translate (10, 3) by (-1, -4).
- 5.Rotate (6, 8) 270° counter-clockwise about the origin.
- 6.Reflect (6, 3) across the x-axis.
- 7.Dilate (-4, -6) by a scale factor of 2, centred at the origin.
- 8.Rotate (-5, -9) 270° counter-clockwise about the origin.
- 9.Translate (-3, -6) by (4, 6).
- 10.Rotate (-9, 2) 270° counter-clockwise about the origin.
- 11.Dilate (-10, 1) by a scale factor of 4, centred at the origin.
- 12.Reflect (7, -1) across the x-axis.
- 13.Reflect (1, 5) across the x-axis.
- 14.Dilate (7, -1) by a scale factor of 2, centred at the origin.
- 15.Dilate (-10, -7) by a scale factor of 3, centred at the origin.
- 16.Translate (5, -1) by (-3, 10).
- 17.Reflect (10, 6) across the x-axis.
- 18.Rotate (2, -7) 90° counter-clockwise about the origin.
- 19.Translate (7, 9) by (6, -4).
- 20.Translate (6, 10) by (8, 9).
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Transformations — Corrigé
Nom: Date:
- 1.Reflect (10, -4) across the y-axis.(-10, -4)
- 2.Translate (1, -3) by (6, 10).(7, 7)
- 3.Dilate (7, -1) by a scale factor of 5, centred at the origin.(35, -5)
- 4.Translate (10, 3) by (-1, -4).(9, -1)
- 5.Rotate (6, 8) 270° counter-clockwise about the origin.(8, -6)
- 6.Reflect (6, 3) across the x-axis.(6, -3)
- 7.Dilate (-4, -6) by a scale factor of 2, centred at the origin.(-8, -12)
- 8.Rotate (-5, -9) 270° counter-clockwise about the origin.(-9, 5)
- 9.Translate (-3, -6) by (4, 6).(1, 0)
- 10.Rotate (-9, 2) 270° counter-clockwise about the origin.(2, 9)
- 11.Dilate (-10, 1) by a scale factor of 4, centred at the origin.(-40, 4)
- 12.Reflect (7, -1) across the x-axis.(7, 1)
- 13.Reflect (1, 5) across the x-axis.(1, -5)
- 14.Dilate (7, -1) by a scale factor of 2, centred at the origin.(14, -2)
- 15.Dilate (-10, -7) by a scale factor of 3, centred at the origin.(-30, -21)
- 16.Translate (5, -1) by (-3, 10).(2, 9)
- 17.Reflect (10, 6) across the x-axis.(10, -6)
- 18.Rotate (2, -7) 90° counter-clockwise about the origin.(7, 2)
- 19.Translate (7, 9) by (6, -4).(13, 5)
- 20.Translate (6, 10) by (8, 9).(14, 19)
www.timvandevall.com© Tim’s Printables LLC
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