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In lesson 4-3, you proved that two triangles were congruent by exhibit that all vi pairs of comparable parts were congruent.
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Erstwhile you determine ii triangles are identical based on restricted information, you rear end then turn about and conclude that all corresponding parts are congruent.
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Which is not a congruent shape according to SSS?
Triangle A: this does have an angle and two sides in common which suggests SAS congruence, but the angle is not between the two known side-lengths, so it is not congruent. Triangle C: this has 3 side-lengths in common with B, so it must be congruent using the SSS criteria.
When do you know if two shapes are congruent?
If two shapes are exactly the same – that is, they are the same size, they have the same side lengths, and the same angles – then we say they are congruent. For most shapes it’s as simple as seeing if they are the same, but for triangles there are 4 rules you need to learn .
Last Update: Oct 2021
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