Question
1.
Given: R and T are right angles and SV bisects RST
Prove: RSV = TSV
R and T are right angles / given
R = T/ All right angles are congruent
SV bisects RST/ given
1 = 2 / definition of angle bisector
SV = SV / reflexive property
RSV = TSV / would the postulate be ASA?
2. If the sides of one triangle are congruent to the sides of a second triangle then the triangles are congruent.
Would it be SSS postulate?
Given: R and T are right angles and SV bisects RST
Prove: RSV = TSV
R and T are right angles / given
R = T/ All right angles are congruent
SV bisects RST/ given
1 = 2 / definition of angle bisector
SV = SV / reflexive property
RSV = TSV / would the postulate be ASA?
2. If the sides of one triangle are congruent to the sides of a second triangle then the triangles are congruent.
Would it be SSS postulate?
Answers
1. yes - ASA
2. yes - SSS
2. yes - SSS
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