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complete the rule for the transformation shown in the table below. Grab the original figure and transformed figure on the coordinate plane. Describe the transformations applied in words

complete the rule for the transformation shown in the table below. Grab the original-example-1

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Notice that:


\begin{gathered} (5,-3)=(1+4,-1*3), \\ (6,0)=(2+4,-1*0), \\ (8,-1)=(4+4,-1*1). \end{gathered}

Therefore the rule for the given transformation is:


(x,y)\to(x+4,-y).

The graph of the original points is:

The graph of the transformed points is:

Notice that the points are reflected over de x-axis and then translated 4 units to the right.

Answer:


(x,y)\to(x+4,-y).

The points are reflected over de x-axis and then translated 4 units to the right.

complete the rule for the transformation shown in the table below. Grab the original-example-1
complete the rule for the transformation shown in the table below. Grab the original-example-2
complete the rule for the transformation shown in the table below. Grab the original-example-3
User Martin Davies
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