(80 POINTS) identify the sequence of transformations that maps quadrilateral ABCD onto quadrilateral A”B”C”D” A. 180° rotation around the origin; reflection over the x-axis

B. translation (x,y)—>(x-2,y+0); reflection over the line x=-1

C. enlargement; reflection over the y-axis

D. reflection over the x-axis; reduction

I think the answer would be the b

False. This only goes with integers that are both positive.

Step-by-step explanation:

For example, 7+6 is the same as |7|+|6|, which is, again, the same as 7+6.

However, when you add integers that are both negative, you're subtracting, and you'll always end up with a negative difference. Absolute values are always positive, which is why this doesn't work.

(-7)+(-6)

= -7-6

= -13

|-7|+|-6|

= 7+6

= 13

I hope this helps!