Δabc with vertices a(-3, 0), b(-2, 3), c(-1, 1) is rotated 180° clockwise about the origin. it is then reflected across the line y = -x. what are the coordinates of the vertices of the image? there was no image with ita. a'(0, 3),  b'(2, 3),  c'(1, 1)b. a'(0, -3),  b'(3, -2),  c'(1, -1)c. a'(-3, 0),  b'(-3, 2),  c'(-1, 1)d. a'(0, -3),  b'(-2, -3),  c'(-1, -1)

Lets take the point A(-3,2)
A clockwise rotation  wiil take it  to the point (3,0)
Now the reflection in y = -x  will take the x=3 to y = -3  and the  y = 0 to x = 0

- that is the point (0,-3)

so its either  B or D

Takef  point C (-1, 1)  The rotation will take it to the point (1 , -1)
The reflection will take x = 1 to y = -1  and y = -1 to  x =  1
- that is to the point (1,-1).  In fact this point is on the line y = -x.

So the answer is B