kms - fórum o príkladoch

14. príklad 1. letnej série 2007/2008

Zadanie:
Nájdi všetky funkcie $f: {\mathbb R}\rightarrow{\mathbb R}$ , ktoré pre každé reálne $x,y$ spĺňajú vzťah

$f(x+y)=f(x)f(y)f(xy).$

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