In this module participants will look at the concept of

- Proofs of Theorems.
- Application of theorems .
- Solving Euclidean Geometry Riders

In this topic, participants will work with Euclidean Geometry and use theĀ theorems and their converses, where they exist to solve riders.

By the end of this session, participants should be able to:

- Prove and define types of quadrilaterals
- Prove examinable theorems
- Solve Euclidean geometry using circle geometry theorems and converses
- Apply and use ration and proportion to solve Euclidean geometry riders
- Prove the similarity theorem and apply the theorem and converses to solve riders.

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