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The two triangles share a side. By the reflexive property, that pair counts as the third pair of congruent sides. SSS
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So, if two triangles are side by side its always SSS?
No.
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Look at this chart. Look at the SSS line of it.
|dw:1445459609144:dw| so thats asa?
It is not the side by side. It is 3 sides of one triangle congruent to 3 sides of the of the other. In the problem you posted, the pair of sides that counted as the third pair just happened to lie atop each other.
Yes. I always mark the side the two triangles share to be sure it is ASA. But, that is just how I do it. |dw:1445459770220:dw|
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