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Sagot :
We need to know the translation rule:
(x, y ) ---> (x - 4, y + 6).
Then, for each point of the square, we need to apply the previous rule. Then, we have:
For vertice A(-5, 0):
(-5, 0) ---> (-5 - 4, 0 + 6) = (-9, 6)
For vertice B(3, 0):
(3, 0) ---> (3 - 4, 0 + 6) = ( -1, 6)
For vertice C(-5, -8):
(-5, -8) ---> (-5 - 4, -8 + 6) = (-9, -2)
For vertice D(3, -8):
(3, -8) ---> (3 - 4, -8 + 6) = (-1, -2).
Therefore, the coordinates of the image A'B'C'D' is:
(-9, 6), ( -1, 6), (-9, -2), (-1, -2).
To each case, we translate the points four units to the left ( -4) on the x-axis, and 6 units up on the y-axis.
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