Draw a quadrilateral of any measurements. Construct a dilation of scale factor 3. Measure
their corresponding sides and verify whether they are similar.
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2
Given, Dilation of scale factor = 3
Let’s draw a square with each side = 3 cm
Now on dilating the square using scale factor = 3, then
Each side of the square becomes =
cm
We know that two figures are similar if their angles are same.
In the two squares drawn above we know that each angle = 90
Hence, both the figures are similar.
Answered by
4
Step-by-step explanation:
the quadrilateral is dilated by a scale factor of 3. ... Now, After dilation Sides of quadrilateral becomes, A'B'=9 cm,B'C'=15 cm,C'D'=18 cm,D'A'= 24 cm. As you can see. Since sides are proportional, therefore the two Quadrilateral ABCD (image) and quadrilateral A'B'C'D'(pre image) are similar.
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