A theorem in geometry is a statement consisting of a hypothesis and conclusion that must be proven true through logical deduction.
Theorem is a mathematical statement consisting of a hypothesis and conclusion that has to be proven true through a logical process. A theorem is derived from axioms and previous theorems, providing a logical progression of proofs in geometry.
For example, one theorem in geometry states that 'a straight line is the shortest distance between two points,' which is deduced from the axioms and definitions in geometry.
In geometry, the concept of theorem plays a crucial role in building a logical structure and deriving conclusions based on established hypotheses and axioms.
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