Dla liczb x=1-√3 i y=1+ √3 oblicz
róznice szescianów x i y.
x³-y³= (x-y)(x²+xy+y²)
-2√3(1-2√3+3+1-3+1+2√3+3)=-2√3*6= -12√3
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x³-y³= (x-y)(x²+xy+y²)
-2√3(1-2√3+3+1-3+1+2√3+3)=-2√3*6= -12√3