The diagram shows a pair of similar figures, one contained in the other. Name a point and a scale factor for a dilation that moves the larger figure to the smaller one

The scale factor for a dilation that moves the larger figure to the smaller one is 1/3
From the figure, we have the following corresponding sides
Large = AD
Small = AB
The length of these sides are:
AD = 3
AB =1
The scale factor from the large triangle to the small triangle is:
Scale factor = AB/AD
This gives
Scale factor = 1/3
Hence, the scale factor for a dilation that moves the larger figure to the smaller one is 1/3
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