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Philoman's Theorems |
These theorems might
have been proposed before by some other mathematicians. However, I formulated them on my
own without any contribution. Please inform me if you know any one of them being published. |
Let f(x) be a polinomial function where d[f(x)]=n. Then; |
(Note: The big brackets represent combination. p could be any real number, whereas n has to be a natural number since f is a polinomial function.)
Click here to see an application.
If u=2k+1 where kÎZ^{+}, then, |
(Note: The big brackets represent combination.)
Let ABC be an isosceles triangle (|AB|=|AC|) and D any point in the exterior region of ABC which satisfies m(ABC)+m(CAD)=60 and |BC|=|AD|. In this case, m(CDA)=30. |
Click here to see an application.