Question

The ratio of corresponding sides of similar triangle is 5:7 find radius of their areas

Answer 1

Answer:

Step-by-step explanation:

two similar triangles, the ratio of their area is square of the ratio of their sides.

i.e,

Here, the ratio of corresponding sides is given as 5/7.

So, the ratio of their areas = (5/7)²= 25/49

Hence the ratio of the areas of the given similar triangles is 25:49