Question

If the point (-1, 3) is translated according to the rule (x, y) _ (x + 4, y _ 2), and then reflected across the x-axis, what are the coordinates of the final resulting image?

Choose one answer.
a. (-1,3)
b. (-3,-1)
c. (3,-1)
d. (3,1)

Answer 1

The given point is (-1,3). The new translated point will be (-1+4,3-2) = (3,1)

Now the reflection of a point about x-axis makes only change the y-coordinate, while x-coordinate remain the same.

Thus the final point will be (3,-1), so option “c” is correct.

Explanation:

hope this helps

Answer 2

The given point is (-1,3). The new translated point will be (-1+4,3-2) = (3,1)

Now the reflection of a point about x-axis makes only change the y-coordinate, while x-coordinate remain the same.

Thus the final point will be (3,-1), so option “c” is correct.