SSS Congruence Rule Proof
To prove the SSS congruence rule, pick any side of the first triangle and measure it. Match it with all three sides of the other triangle and check if it matches any side. If it does mark a line on the respective sides of both triangles.
Keep doing the step for all three sides of the first triangle. This proves SSS congruence rule. Incase no side of second triangle matches any one side of first triangle, then both triangles are not congruent.
Side Side Side
Side-Side-Side or SSS is a fundamental rule in congruency of triangles. If the three sides of a triangle are equal to the corresponding three sides of any other triangle, then the two triangles are called congruent.
Table of Content
- Definition of SSS
- Congruence and Similarityof Triangle
- What is SSS Congruence Rule?
- SSS Congruence Rule Proof
- SSS Similarity Condition
- SSS Similarity Formula
- How to Apply SSS Congruence Rule?