Quiz on the relation between the areas of two similar polygons
Explore the Geometry of Similar Polygons
Test your understanding of the relationship between the areas of similar polygons with this exciting quiz! Perfect for anyone interested in geometry, this quiz will challenge and refine your skills.
In this quiz, you will:
- Answer 7 questions about similar polygons.
- Learn about the ratios of lengths, perimeters, and areas.
- Enhance your knowledge on polygon properties.
If the lengths of two corresponding sides in two similar polygons are 7 and 11 , then the ratio between their perimeters is
7/11
49/121
7/18
11/18
If triangle ABC similar to triangle XYZ , AB = 3XY , then area(XYZ) / area(ABC) =
9
1/9
1/3
3
If the ratio between the areas of two similar polygons is 9 :49 , then the ratio between the lengths of their corresponding sides is
3 : 7
9 : 49
3 : 10
10 : 3
The ratio between the perimeters of two similar polygons is 4 : 9 . So the ratio between their areas is
16 : 81
2 : 3
9 : 4
4 : 9
The ratio between the areas of two similar polygons is 9 : 25 and the length of the smaller side = 3 , find the other greater side
5
5/2
75
25
The ratio between the lengths of the diagonals of two squares is 2 : 5 , if the area of smaller one is 4 cm^ , so the area of the greater one is ....... cm^
25
16
20
32
If triangle ABC similar to triangle DEF , a(ABC) = 9 a(DEF) , DE=4 cm , then AB=
12
9
36
6
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