the translation of abcd to abcd is given by (x+?,y-).
the translation of abcd to abcd is given by (x+?,y-).
Answer
Explanation:
Step1: Find the x - translation
To find the change in the x - coordinate, we can look at the x - coordinates of a corresponding pair of points. Let's take point A. Suppose the x - coordinate of A is (x_A=-6) and the x - coordinate of (A') is (x_{A'}=-2). The change in the x - coordinate (\Delta x=x_{A'}-x_A=- 2-(-6)=4).
Step2: Find the y - translation
To find the change in the y - coordinate, we look at the y - coordinates of a corresponding pair of points. Let's take point A again. Suppose the y - coordinate of A is (y_A = 1) and the y - coordinate of (A') is (y_{A'}=-2). The change in the y - coordinate (\Delta y=y_{A'}-y_A=-2 - 1=-3). The translation is of the form ((x + 4,y-3)).
Answer:
4; 3