A conjecture is considered reasonable when it is based on observed patterns, empirical evidence, or logical reasoning, suggesting that it might be true. However, it is not proven because it lacks a formal proof that universally validates it across all cases. Until a conjecture can be rigorously demonstrated through mathematical argumentation or counterexamples, it remains an open question. Thus, while it may seem plausible, its truth is not guaranteed without proof.
a theorem
There is no conjecture about the sum of the first 30 positive even numbers. The answer can be derived and proven. A statement that has been proven is no longer a conjecture.
A theorem that has not yet been proven is often referred to as a "conjecture." A conjecture is an educated guess or statement that is believed to be true based on observations or existing knowledge, but it requires formal proof to be accepted as a theorem. Once a conjecture is proven through rigorous reasoning, it is officially classified as a theorem.
A conjecture is an unproven statement or hypothesis that is proposed based on observations or patterns. When a conjecture is proven true through logical reasoning or mathematical proof, it becomes a theorem. For example, the conjecture that "the sum of the angles in a triangle is always 180 degrees" is a statement that can be proven true in Euclidean geometry.
There have been many attempts to try and prove it but so far none of these succeeded
Never
theorem
a theorem
It is a proposition that is believed to be true but has not [yet] been proven to be true. Clearly, if proven to be false it would no longer be a conjecture.
There is no conjecture about the sum of the first 30 positive even numbers. The answer can be derived and proven. A statement that has been proven is no longer a conjecture.
theorem
A theorem that has not yet been proven is often referred to as a "conjecture." A conjecture is an educated guess or statement that is believed to be true based on observations or existing knowledge, but it requires formal proof to be accepted as a theorem. Once a conjecture is proven through rigorous reasoning, it is officially classified as a theorem.
A conjecture is an unproven statement or hypothesis that is proposed based on observations or patterns. When a conjecture is proven true through logical reasoning or mathematical proof, it becomes a theorem. For example, the conjecture that "the sum of the angles in a triangle is always 180 degrees" is a statement that can be proven true in Euclidean geometry.
There are no proven dangers, only rumor and conjecture.
Theorem
It is a proposition or a belief that has not yet been proven.
There is need for a conjecture. It is an easily proven fact that an even number minus an even number is always an even number.