Properties of Relations in Geometry

Matlab activities for Class 6

Matlab activities for Class 10

Matlab activities for Class 12

Matlab activities for Class 11

To verify that the relation R is symmetric

To verify that the relation R is an equivalence relation

To verify that the relation R is transitive

To verify that the relation R is reflexive

Colored sheets

Geometry box

Calculator

Colored pens

To demonstrate parallel and perpendicular lines

To create a random pattern

To practice drawing skills

To form a geometric shape

12

6

8

10

Symmetric

Reflexive

Transitive

Equivalence

If L1 is parallel to L2, then L2 is perpendicular to L1

If L1 is perpendicular to L2, then L2 is perpendicular to L1

If L1 is parallel to L2, then L2 is parallel to L1

If L1 is perpendicular to L2, then L2 is not perpendicular to L1

It is partially present in the relation

It is irrelevant to the relation

It is absent in the relation

It is present in the relation

It is an equivalence relation

It is irrelevant to equivalence

It is not an equivalence relation

It is partially an equivalence relation

Using colored pencils

Using colored threads

Using colored stickers

Using colored markers