| Sn |
Theorem |
Formula |
| 01 |
A theorem is a combination of some words or laws |
A formula is a mathematical expression |
| 02 |
A theorem is like a statement that has proved that if that is true or not |
A formula is the right away in mathematics because they are expressed in numbers |
| 03 |
Theorem is a syntactically correct expression that is deducible from the given axioms. |
A formul a is a syntactic expressions of a proposition built up from quantifiers, variables or logical connectives etc. |
| 04 |
Example is : Say a2 + b2 = c2 this is the Pythagorean formula |
If a2 + b2 = c2 is a formula then, from that equation we prove that by using a rectangle and that is the proven of Pythagorean formula nad that is the theorem |
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