which rule represents the translation from the pre - image, △abc, to the image, △abc? (x,y)→(x + 7,y + 6)…

which rule represents the translation from the pre - image, △abc, to the image, △abc? (x,y)→(x + 7,y + 6) (x,y)→(x + 7,y - 6) (x,y)→(x - 6,y + 7) (x,y)→(x + 6,y + 7)

which rule represents the translation from the pre - image, △abc, to the image, △abc? (x,y)→(x + 7,y + 6) (x,y)→(x + 7,y - 6) (x,y)→(x - 6,y + 7) (x,y)→(x + 6,y + 7)

Answer

Answer:

B. $(x,y)\to(x + 7,y-6)$

Explanation:

Step1: Observe x - coordinate change

To find the change in the x - coordinate, pick a point. Let's take point A. A has an x - coordinate of - 3 and A' has an x - coordinate of 4. The change in x is $4-(-3)=7$, so x becomes $x + 7$.

Step2: Observe y - coordinate change

For the y - coordinate, point A has a y - coordinate of 4 and A' has a y - coordinate of - 2. The change in y is $-2 - 4=-6$, so y becomes $y-6$.