hexagon defghi is translated 8 units down and 3 units to the right. if the coordinates of the pre - image of…

hexagon defghi is translated 8 units down and 3 units to the right. if the coordinates of the pre - image of point f are (-9, 2), what are the coordinates of f?\n(-17, 5)\n(-6, -6)\n(-17, -1)\n(-12, -6)

hexagon defghi is translated 8 units down and 3 units to the right. if the coordinates of the pre - image of point f are (-9, 2), what are the coordinates of f?\n(-17, 5)\n(-6, -6)\n(-17, -1)\n(-12, -6)

Answer

Explanation:

Step1: Analyze horizontal translation

Moving 3 units to the right means adding 3 to the x - coordinate. The original x - coordinate of point F is - 9. So the new x - coordinate is $-9 + 3=-6$.

Step2: Analyze vertical translation

Moving 8 units down means subtracting 8 from the y - coordinate. The original y - coordinate of point F is 2. So the new y - coordinate is $2-8 = - 6$.

Answer:

B. (-6,-6)