Consider a polynomial f (x) with real coefficients satisfying f (g (x)) = g (f (x)) for every polynomial g (x) with real coefficients. Determine all polynomials f (x) satisfying such conditions
There r few things whch we knw whch r nt capable of mathmatical reasoning nd when these can nt it is a sign dt our knowledge of them is very smal nd confusd nd where a mathmaticl reasing can be had . It is as dark a foly to make use a candle stick as to g
Unknown
It is easier to square the circle than to get round a mathematician.