Figure wxyz is transformed using the rule ry-axis • t-4, 2(x, y). point w of the pre-image is at (1, 6).
what are the coordinates of point w" on the final image?
a)(–5, 8)
b)(–3, –8)
c)(5, –8)
d)(3, 8)

answer-

the coordinates of point w" on the final image is (3, 8)

solution-

means first the point is translated left by 4 units and translated up by 2 units, then it is reflected across y axis. (the rules follow right to left approach)

the co-ordinate of point w is (1, 6).

after 4 units translation to left and 2 units translation to up, the co-ordinates will be,

(1-4, 6+2) = (-3, 8)

in reflection, when the mirror line is the y-axis   we change each (x,y) into (−x,y)

applying the same rule, the new co-ordinates will be, (3, 8)

5

Step-by-step explanation:

To get the GCF of 65 and 95 you need to multiply 65 by 1 and 95 by 1, it doesn't work, multiply 65 and 95 by 2, doesn't work, 65 and 95 by 3, doesn't work, 65 and 95 by 4, doesn't work, then 65 and 95 by 5, YES it DOES work! So your answer will be 5!