L=9 in
W=4,25 in
A=L·W
A=9·4,25
A=38,25 in²
<em>A≈38 in²</em>
This snow flake-like figure can be generated by rotating an end 60° five times around the center of the hexagon. There are two forms: (i) clockwise, (ii) counterclockwise.
<h3>What is the angle of rotation of a snow flake?</h3>
Geometrically speaking, snow flakes represent <em>regular</em> hexagons. <em>Regular</em> hexagons can divided into six concentric <em>regular</em> triangles, whose <em>central</em> angles have a measure of 60°. This <em>fractal</em> figure can be generated by rotating 60° five times around the center.
To learn more on angles of rotation: brainly.com/question/21136643
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Answer:
If the interior angles of quadrilaterals STUV and WXYZ are equal then the quadrilaterals, STUV and WXYZ were similar.
Step-by-step explanation:
Quadrilaterals are polygons with four sides.
Similar polygons are in identical form, but can be variant magnitudes.
Two polygons can be considered as similar if the following two things are accurate:
1. The corresponding sides of each polygon are in the same proportion
2. The corresponding interior angles are the equal (congruent).
So, if the interior angles of quadrilaterals STUV and WXYZ are equal then the quadrilaterals, STUV and WXYZ were similar.
8/12 is greater than 5/12.
This is easy to determine because both fractions have a common denominator, which is 12.
So we base our comparison solely in the numerator.
8 is greater than 5. Thus, 8/12 is greater than 5/12.
To further ensure that our answer is correct we can divide the fractions.
8/12 = 0.67 ; 5/12 = 0.42 ===> 0.67 is greater than 0.42