The Triangles Shown Below Must Be Congruent

The two triangles shown below are the classic example of the concept of congruence in geometry.
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The triangles shown below must be congruent.?

The three corresponding sides, as well as the three corresponding angles, that the two shapes possess have the same proportional measurements and thus the shapes must be congruent.

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The triangles shown below must be congruent 60 30

This is the underpinning principle of many shapes and problems in geometry which makes the concept of congruence an invaluable tool in mathematics.

The Triangles Shown Below Must Be Congruent

The processes and approaches to determining the congruency between different pages can be complex but the underlying principle remains the same: when two shapes have all equal proportions, then they must be congruent.

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