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Section 26Geometric Proofed writing a geometric proof, you use deductive reasoning to create a chain of logical steps that move from the hypothesis to the conclusion of the conjecture you are proving.
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When writing a geometric refers to the process of creating shapes, figures, or structures using mathematical principles.
Anyone who is studying geometry or working on geometric problems may need to write geometric proofs or solutions.
When writing a geometric, one should follow the steps and rules of geometry, such as using definitions, theorems, and postulates to construct valid arguments and solutions.
The purpose of writing a geometric proof or solution is to demonstrate logical reasoning and mathematical thinking in order to solve problems related to shapes and figures.
When writing a geometric, one must include the given information, the steps or reasoning used to arrive at a solution, and the final answer or conclusion.
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