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However the sides of these triangles can be different.
Similar triangle property math. This lesson will explore the proprieties of similar triangles and explain how to apply these properties to. Corresponding sides are all in the same proportion above pq is twice the length of p q. As a general rule two objects are called similar if they have the same shape or one is the enlargement of another. They have the same shape but not the same size.
Two triangles are similar if all pairs of corresponding angles are congruent and all pairs of corresponding sides are proportional. If we look at the two triangles in figure 13 2 we can specify the corresponding angles and the various proportionalities that must be satisfied. Similar triangles have the following properties. Two triangles are called similar if all three of their angles match.
The ratio of any pair of corresponding sides is the same. Properties of similar triangles corresponding angles are congruent same measure so in the figure above the angle p p q q and r r. The basic elements of a triangle are its three sides and the three angles they form. Figure 13 2 two similar triangles.
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