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Answer:
Why is the SSA not taken as a criterion for the congruency of triangles?
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Drake Way
Answered 2 years ago
Start by constructing the angle at your point of origin, using two rays. Call this point A
Using one of the rays, measure the distance of the adjacent side, giving you one of the sides. Call the other endpoint B.
From B, use a compass to measure the remaining side, and form a circle centering on B.
This will cause one of three situations:
Zero points contact between the circle and the other ray, meaning you weren't dealing with a triangle to begin with.
One point contacts, leaving a congruent right triangle
Two points contact, leaving two possible congruent triangles.
Congruence requires that the criterion not permit multiple outcomes.
Step-by-step explanation:
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Answer:
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