What is a good way to understand geometry proofs?

It is important to study geometry in logical order, from basic concepts and simple theorems to more complicated, where each subsequent topic is based on what has been proven before.

Good textbook (I mean, a really good textbook, not a set of bits of knowledge unrelated to each other, like in encyclopedia) is your best source.

Some Internet-based courses are also of this type of logically conveying information, presenting the proofs and challenging problems, like Unizor

To understand geometry proofs effectively:

1. Familiarize yourself with basic definitions, postulates, and theorems.
2. Study different proof techniques such as direct proofs, proofs by contradiction, and proofs by induction.
3. Practice regularly with a variety of problems to strengthen your understanding.
4. Visualize geometric figures and properties to aid comprehension.
5. Break down proofs into smaller steps and understand the logical flow.
6. Review examples and solutions to see how proofs are constructed.
7. Seek clarification from teachers, peers, or online resources when encountering difficulties.
8. Be patient and persistent, as mastery of geometry proofs often requires time and practice.