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alyssamaize
29.07.2019 •
Mathematics
In triangle qrs, qr is congruent to sr and rt bisects qs. what justification can you give for qrt congruent to srt and give the triangle congruence postulate that supports your reason. answers: midpoint theorem, sss given, sss definition of a segment bisector; sss definition of an isosceles triangle, sas,
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Ответ:
Explanation:
Since RT bisects QS, we have QT congruent to ST.
By SSS, we have triangle QRT congruent to triangle SRT
so, since QT is congruent to ST, RT is congruent to RT, and QR is congruent to SR.
All these sides are congruent to each other that gives the proof of "SSS(SIDE, SIDE, SIDE)"
Ответ:
Ответ: