Question

May I please get help with this. I have tried many times but still could not get it right for the original and final point

Answer 1

Point on the original figure = (-5, 5)

Point on the final figure = (-13, -1)

Explanations:

First, we are to determine the coordinate points on the original image. Te coordinate will be in the form (x, y)

The coordinate point on the given image will be (-5, 5)

If the coordinate is translated 8 units to the right and 6 units down, the resulting translation rule will be;

`(x,y)\rightarrow(x-8,y-6)`

Substituting the coordinate point will give;

`\begin{gathered} p(-5,5)\rightarrow p^(\prime)(-5-8,5-6) \\ p(-5,5)\rightarrow p^(\prime)(-13,-1) \end{gathered}`

Therefore the point on the original figure is (-5, 5) and the point on the final figure is (-13, -1)