transformations and similarity unit test triangle ABC has vertices point A -3, -3 point B5 negative -3.32, four find the coordinates of a, B, and after a dilation with a scale factor of two and a centerpoint of dilation at the orange and dragon drop the ordered pairs to the correct coordinates
To find the coordinates of points A and B, we use the given information:
Point A: (-3, -3)
Point B: (5, -3.32)
Now, let's perform a dilation with a scale factor of two and a center of dilation at the origin (0,0). To find the new coordinates, we multiply each coordinate of the original points by the scale factor.
New coordinates of Point A:
(x, y) = (-3 * 2, -3 * 2) = (-6, -6)
New coordinates of Point B:
(x, y) = (5 * 2, -3.32 * 2) = (10, -6.64)
Thus, the transformed coordinates are as follows:
Point A: (-6, -6)
Point B: (10, -6.64)
Please note that the instruction mentions an "orange and dragon drop," but it's not clear how this information relates to the coordinates or the transformations.