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How do you find the function for a function table?
It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).It is easy to prove that it is impossible.Given any set of n input and output values, of x and f(x) values, it is easy to prove that there is at least one polynomial of degree n-1 which will fit them. There are, therefore, infinitely many polynomials that will fit these n pairs and any additional pair of the infinitely many choices for the "next" x and f(x).
What are the antonyms for the word easy?
Antonyms:arduous, complex, complicated, demanding,difficult, hard, intricate, involved, laborious,uneasy just search these words to prove if its really correct.........
Proof that the devil was the angel of music?
There is no proof that the devil even exists, nor any proof that he was the angel of music. Perhaps if we could prove these things we could ban all music, all entertainment and then stop people enjoying themselves.
How do you identify convex sets easily?
There is no easy way.You need to prove that for any pair of points A and B in the set S, the point C = A + mB is in S for 0 ≤ m ≤ 1.
What is the actual meaning of arrogant?
Making, or having the disposition to make, exorbitant claims of rank or estimation; giving one's self an undue degree of importance; assuming; haughty; -- applied to persons., Containing arrogance; marked with arrogance; proceeding from undue claims or self-importance; -- applied to things; as, arrogant pretensions or behavior.
