Question

If the corresponding medians of two similar triangles are in ratio 5:7, then find the ratio of their corresponding sides.

Answer 1

Solution:-
For similar triangles,
Ratio of medians = Ratio of sides
Hence,
Ratio of Medians of two similar triangles = 5 : 7
So, Ratio of their corresponding sides = 5 : 7  Answer

Answer 2

Answer:

The ratio of corresponding sides is 5:7.

Solution:

Given, the corresponding medians of two similar triangles are in ratio of = 5:7

We know that,

For two similar triangles (having similar angles, or a common side)

With similarity in their corresponding medians,

Ratio of corresponding medians will be equal to the Ratio of corresponding sides = 5:7.

Thus, When ratio of "corresponding medians" = 5:7

The ratio of "corresponding sides" will also be = 5:7.

So, the ratio of "corresponding sides" = 5:7.