Question

The Ratio of corresponding sides of similar triangles is 4:8 then find the ratio of their areas​

Answer 1

Answer:

16:64

because the ratio of their is (side)^2

Answer 2

So, the ratio of the areas of the triangle would be,

=(ratio of the sides)^2

Now, putting the values, we get, =(4:8)^2

Simplifying the result, we are getting, =(4)^2:(8)^2

We can get our solution as, =16:64 = 1:4