A theorem is a mathematical proposition or statement that can and has been proven true. Learn what a theorem is and look at examples like the Pythagorean theorem and the Triangle Sum theorem. Mathematical theorems are statements that are accepted as true as a result of generally established statements, mathematical operations, School Analytics, or arguments. There is a founded proof for every math theorem that validates the authenticity of the theorem statement. Theorems are significant and are regarded as absolute truths. Theorems not only aid in the simple solution of mathematical problems, but their proofs also aid in developing a thorough understanding of underlying concepts. When students completely comprehend the statements and their proofs, theorems form the basis of basic mathematics and help them develop deductive reasoning.
Several math theorems regulate the rules of modern mathematics. There are innumerable theorems founded by reputed mathematicians worldwide in almost every branch of mathematics. Here is a list of the most important math theorems for all grades (from 6 to 12) required to develop a solid foundation in basic mathematics.