Dear all;
Here is your 2nd assignment for term 1 .
Write down the difference between a theorem , a postulate, a corollary, and proposition ( if there is any)
Thanks in Advance
Keep the Good Work up :)
Here is your 2nd assignment for term 1 .
Write down the difference between a theorem , a postulate, a corollary, and proposition ( if there is any)
Thanks in Advance
Keep the Good Work up :)
a postulate is a statement that is assumed to be correct
ReplyDeletebut a theorem is a statement that is proven to be true
a corollary is when you obtain or get something from a specific source like a theorem.
a proposition is a statement that expresses an opinion
A corollary is a special case of a general theorem.
ReplyDeleteA proposition expresses an opinion.
A postulate is a statement assumed to be true without proof.
A theorem is a statement proven to be true
A theorem is a rule that is proven to be correct.
ReplyDeleteA postulate is a to suggestion for something to be true.
A corollary is a statement that was made using other theorems, or statements.
A proposition is a statement that expresses an opinion
The difference between them is what origins they came from, or how reliable they are. Theorems are 100% correct, postulates are not 100% because there is no exact proof. Corollary have the same case as the postulates, and propositions are not very reliable.
A postulate is a statement assumed to be true without proof.
ReplyDeleteA theorem is a statement proven to be true
A proposition expresses an opinion.
A corollary is a special case of a general theorem.
Postulate: A statement that can be taken without proof. Sometimes called an axiom.
ReplyDeleteTheorem: A statement that is taken to be true by proof.
Corollary: A statement that follows a statement, usually a theorem.
Proposition: A choice to answer with true or false.
Thank you :)
ReplyDeleteGreat work
Theorem: It is something that is proved using extremely and thorough reasoning and proof.
ReplyDeletePostulate:Postulate can be called axiom, and assumed to be true without proof.
Corollary: A result in which a very short proof relies heavily on a given theorem such as this is a (corollary of triangle a).
Proposition: A preposition is proved and interesting result, less important than a theorem. It can also be a mathematical statement such 7 is a prime number.
theorem: a rule in algebra or other branches of mathematics expressed by symbols or formula.
ReplyDeletepostulate: is a true statement, which does not to be proved.
corollary: An immediate consequence of a result already proved.
proposition: is declaration that can either be true or false, but not both.