The ratio of z sides of two similar polygon is 3:2 the area of the smaller polygon is 24cm square what is the area of larger polygon
area goes as square of scale ratio
24 (9/4)
Maths
Grade 8
Unit 4
Perimeter and area of similar triangle
Exercise 4E
Reading
yimam
36
Tu has to km z smh me gs58-29.9,
To find the area of the larger polygon, we need to use the fact that the ratio of the sides of two similar polygons is equal to the ratio of their corresponding areas.
Given that the ratio of the sides is 3:2, we can say that the ratio of the areas is also 3:2. This means that the area of the larger polygon is 3/2 times the area of the smaller polygon.
Given that the area of the smaller polygon is 24 cm², we can calculate the area of the larger polygon as follows:
Area of larger polygon = (3/2) * (Area of smaller polygon)
= (3/2) * 24 cm²
= (3 * 24) / 2 cm²
= 72 / 2 cm²
= 36 cm²
Therefore, the area of the larger polygon is 36 cm².