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G-CO.10 Warmup M2-034-A10-V04

Prove triangle theorems including angle sum, isosceles base angles, midsegment theorem, and medians concurrence.

Classify a segment using the median definition

Problem

Classify the segment as median, not median, or insufficient evidence: triangle \(RST\); segment \(SU\); \(U\) lies on \(RT\) and \(RU=UT\).

Triangle RST with point U on side RT, equal lengths RU=UT, and segment SU drawn. Open full size
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Four variants of this problem type
Curriculum context
Course
Math II
Standard
G-CO.10
Category
Geometry
Domain
Congruence
Objective
Prove triangle theorems including angle sum, isosceles base angles, midsegment theorem, and medians concurrence.
Problem type
Classify a segment using the median definition