Question

In \triangle RST (not shown), \overline{RS} \cong \overline{ST}. Which statement is not necessarily true? Select one: a. \overline{RT} is the base of \triangle RST. b. \angle R \cong \angle T c. \overline{RT} is the longest side of \triangle RST d. \angle S is the vertex angle of \triangle RST

          In \triangle RST (not shown), \overline{RS} \cong \overline{ST}. Which statement is not necessarily true?
Select one:
a. \overline{RT} is the base of \triangle RST.
b. \angle R \cong \angle T
c. \overline{RT} is the longest side of \triangle RST
d. \angle S is the vertex angle of \triangle RST

In RST (not shown), RS ≅ST. Which statement is not necessarily true?
Select one:
a. RT is the base of RST.
b. ∠R ≅∠T
c. RT is the longest side of RST
d. ∠S is the vertex angle of RST

Added by Linda G.

Geometry A Common Core Curriculum

Ron Larson, Laurie Boswell 1st Edition

Instant Answer

Solved by Expert Carrie Godfrey

Step 1

This means that RS and ST are equal in length. Show more…

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In triangle ARST (not shown), RS = ST. Which statement is not necessarily true? Select one: RT is the base of triangle ARST. RT is the longest side of triangle ARST. ZS is the vertex angle of triangle LRSt.