11 Answers

Similar Triangles
If the angles of one triangle are equal to the angles of another triangle, then the triangles are said to be equiangular.
Equiangular triangles have the same shape but may have different sizes. So, equiangular triangles are also called similar triangles.
For example, triangle DEF is similar to triangle ABC as their three angles are equal.
The length of each side in triangle DEF is multiplied by the same number, 3, to give the sides of triangle ABC.
In general:
If two triangles are similar, then the corresponding sides are in the same ratio.
Example
Find the value of x in the following pair of triangles.
Solution:
Note:
Equal angles are marked in the same way in diagrams.
Example
Find the value of the pronumeral in the following diagram.
Solution:
Solution:

Chives This is a wonderful article, Given so much info in it, These type of articles keeps the users interest in the website, and keep on sharing more ... good luck

Strawberry I see some amazingly important and kept up to length of your strength searching for in your on the site

Blueberries Personally I think overjoyed I discovered the blogs.

Chromium Hi, I log on to your new stuff like every week. Your humoristic style is witty, keep it up

Cranberries Just pure brilliance from you here. I have never expected something less than this from you and you have not disappointed me at all. I suppose you will keep the quality work going on.

Banana This is my first time i visit here and I found so many interesting stuff in your blog especially it's discussion, thank you.

Oolong Tea Cool stuff you have and you keep overhaul every one of us

Really nice and interesting post. I was looking for this kind of information and enjoyed reading this one. Sex Positions

It's easy to solve problems with similar triangles. I have seen some people at the superior essay site say that it's not easy, but they don't know what they're talking about. If you want to know the indepth of this solution, let me know.

Lentils Really impressive post. I read it whole and going to share it with my social circules. I enjoyed your article and planning to rewrite it on my own blog.