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Match it!
Match it! Select the correct answer from the pull down...Good luck!
A reflection is a :
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
Which is not a rigid or congruent transformation?
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
Square ABCD has vertices, A (-2,2), B(2,2), C (2,-2), D (-2,-2), What would be the coordinates of point A with a translation of 3 units to the left?
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
Square ABCD has vertices, A (-2,2), B(2,2), C (2,-2), D (-2,-2), What would be the coordinates of point A with a 180 degrees rotation?
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
With original (prime) coordinates of (2,2), (4.0), (3,5), (6.4) and coordinates of the image (3,-1), (5,-3), (4,2), (7,1)
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
When a figure is reflected across the X-axis how does the length of the sides in the original (prime) figure compare to the length of sides in its image?
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
Triangle is dilated with a scale factor of 4 and the center of dilation is the origin. If the coordinates of the vertices of triangle ABC are A(4, 8), B(12, 8), C(16, 20), what are the coordinates of the vertices of the image after dilation?
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
Square ABCD has vertices, A (-2,2), B(2,2), C (2,-2), D (-2,-2), What would be the coordinates of point C with a reflection across the X-axis?
(2 ,2)
(Image) A(16, 32), B(48, 32), C(64, 80)
(-5,2)
dilation
translation
the length of all the sides remain the same
flip
(2, -2)
Check it!