Answer:
Therefore the transformation is a dilation of Figure a by a scale factor of -2
Explanation:
Take any point on figure A and see what its coordinates are
Take the corresponding point on figure B and see what its coordinates are
This will give you an idea of what transformation has taken place
In figure A, take point (1, 3)
The corresponding point in Figure B is (-2, -6)
This is a dilation of the point (1, 3) by a scale factor of -2 since -2 x (1, 2) = (-2, -6)
The other points are similarly dilated
(3, 3) ==> (-6, -6)
(3, 4) ==> (-6, -8)
Therefore the transformation is a dilation of Figure a by a scale factor of -2