Application of Similar Triangles
Read this section and watch the videos to see the examples of applications of similar triangles in geometric and real-life problems.
Similar Triangle Applications
Create similar triangles in order to solve for .
[Figure 6]
[Figure 7]
by because angles are all right angles and are therefore congruent and all triangles share . This means that their corresponding sides are proportional. First, solve for by looking at and which means that corresponding sides are proportional.
Therefore:
Next, solve for by looking at and which means that corresponding sides are proportional.
Therefore: