(x, y) undergoes a translation and becomes (x+2, y-3). If (2,3) undergoes the same translation, these are the coordinates of its image.
(4, 0)
100
Point A has the coordinates (2,3). These are the coordinates of A' after a 90 degree rotation clockwise around the origin.
(3, -2)
100
The coordinates of A are (2, 5). These are the coordinates of the point A' once A has been reflected over the x-axis.
(2, -5)
100
Triangle ABC has coordinates (2,3), (-4, 6) and (-1,5). These are the coordinates of A'B'C' after a dilation with scale factor 2.
(4,6), (-8,12) and (-2,10)
100
A triangle has the coordinates (-3,0), (-1,4) and (0,0). This triangle is first reflected across the x-axis and then translated up 2 and 3 to the right. These are the final coordinates of the image of the triangle.
(0, 2), (2, -1) and (3,2)
200
The endpoints of a line segment are (3, -2) and (5, 9). These are the coordinates of the translated line after it is translated up 4 and to the right 5
(8, 2) and (10,13)
200
Point A has the coordinates (7,-3). These are the coordinates of A' after a 90 degree rotation counterclockwise around the origin.
(3, 7)
200
The triangle ABC has coordinates (2,4), (5, 8) and (-3, 7).
If the triangle is reflected over the y-axis, the new coordinates are
A' (-2, 4), B' (-5, 8), C' (3, 7)
200
Triangle ABC have the coordinates (2,6), (4, 8) and (2,1). The triangle is transformed with a scale factor of 1/2. These are the new coordinates of A'B'C'.
(1,3), (2,4) and (1, 1/2)
200
A triangle has the coordinates (-3,0), (-1,4) and (0,0). This triangle undergoes T(1, 4) and then a rotation 90 degrees counter-clockwise about the origin.
(4, 2), (-8,0) and (4,-1)
300
The coordinates of the point (m, n) after it is translated down 5 and to the left 2.
(m-2, n-5)
300
Triangle ABC has the coordinates (2, 4), (6,10) and (-2,-6) These are the coordinates of of A'B'C 'after a 180 rotation clockwise around the origin.
(-2,-4), (-6, -10) and (2, 6)
300
Point A, with the coordinates (1, 7), is reflected over the line x = 3. These are the coordinates of A' (the reflected point)
(5, 7)
300
If A'B'C' has the coordinates (3,3), (5,9) and (1,6). These are the coordinates of ABC prior to the dilation with a scale factor of 3.
(1,1) (5/3, 3) and (1/3, 2)
300
Triangle ABC has coordinates (1, -5), (-3, -3) and (1, 0)The triangle has been rotated 90 clockwise about the origin and translated 2 units to the right. What are the coordinates of the new transformed triangle?
(-3, -1) , (-1, 3) and (2, -1)
400
The coordinates of the image of point (5, 8) after undergoing T (x+a, y +b).
(5+a, 8 + b)
400
Point A' has the coordinates (2,3). These are the coordinates of A BEFORE a 90 degree rotation clockwise around the origin.
(-3, 2)
400
Point A has the coordinates (-3, 5). Find the coordinates of A' after it is reflected over the line y = 3.
(-3,1)
400
The line segment AB has the coordinates (m,n) and (s,t).
These are the coordinates of A'B' after a dilation with scale factor of 2
(2m,2n) and (2s, 2t)
400
Triangle ABC has coordinates (-3, 6), (-1, 6) and (12, 0). This triangle undergoes a reflection through the origin and then an unknown translation to produce the image points (2, -4), (0, -4), (-11, 2). What is the translation?
T(-1, 2)
500
The point A' = (4, 2) resulted from a translation up 5 and to the right 4. What are the coordinates of A?
(0, -3)
500
The point A has the coordinates (a,b). After a 90 clockwise rotation about the origin, the coordinates of A' are
(b, -a)
500
Point A has the coordinates (3, 6). Point A' has the coordinates (-3,6). What type of reflection is this?
reflection over the y axis
500
A square has an area of 24 sq cm. If each segment of the square is dilated by a scale factor of 2, what is the area of the dilated square?
96 sq cm
500
Segment A'B' is the IMAGE of segment AB and A' is (-4, -2) and B' is (0, -2) . If the original segment AB was rotated 90 degrees counterclockwise and then the image was translated 3 units to the right and 1 unit down, find the original coordinates for A and B.