How to use the triangle bisector theorem to solve your missing length

👉 Learn how to solve with similar triangles. Two triangles are said to be similar if the corresponding angles are congruent (equal). Note that two triangles are similar does not imply that the length of the sides are equal but the sides are proportional. Knowledge of the length of the sides or the proportion of the side lengths of one of the similar triangles and one side length of the other triangle enables us to find the side lengths of the other sides of the other triangle.

Organized Videos:
✅Similar Triangles
✅Ratio of Sides
✅Similar Triangles within Triangles Solve for x
✅Similar Triangles Solve for x
✅Similar Triangles Coordinate Plane
✅Parallel Lines with Proportional Parts

Connect with me:

#similartriangles #brianmclogan

[Sungha-imdf]

This is exactly the lesson i needed! His teaching is spot on and i like the way he mentions his students' names lmao that will glue my attention to him if he were my teacher

[chelsyandre]

okay let's just say geometry is not my thing but his teaching style is amazing

[mahitahmid]

oh where would i be without your videos

[vilmoslucza]

Big ups to Mr Teacha. Lovely style of teaching. Wishing the best❤

[StuckinaPainting]

I love your teaching style! It gave me a hint for my work, but here’s my question: what if there was a right triangle where both sides were shown, but only one half of the base wasn’t showing? And what if the total length wasn’t there either?

[subscribetomymainacckay]

Is this channel still alive? I need help

[spitsmuis]

Few seconds in and I already know I will never watch a second video on this channel. "The ratio of their sides are proportional to each other" ?!? Please teach people to be correct and precise in their statements.