Question

If ABC ∼ RST, then STR ∼ BCA. True False

Answer 1

The given statement "STR ∼ BCA" is true.

Explanation:

It is given that

The corresponding angles of similar triangles are same and the corresponding sides are proportional.

The we can say that

Therefore, the given statement "STR ∼ BCA" is true.

Answer 2

The given statement "STR ∼ BCA" is true.

Explanation:

It is given that

`\triangle ABC\sim \triangle RST`

The corresponding angles of similar triangles are same and the corresponding sides are proportional.

`\angle A=\angle R`

`\angle B=\angle S`

`\angle C=\angle T`

The we can say that

`\triangle STR\sim \triangle BCA`

Therefore, the given statement "STR ∼ BCA" is true.