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X1+x2=4
x1*x2=3
x1=1 x2=1
x2=3 x1=3
Теорема Виета
<span>(25x²-29y²)² - (-24x²+20y²)²= [ формула разности квадратов a²-b²=(a-b)(a+b)]=
=(</span>(25x²-29y²) - (-24x²+20y²))<span><span> ·((25x²-29y²)+ (-24x²+20y²))=</span>
=(</span>25x²-29y² +24x²-20y²)·(<span>(25x²-29y² - 24x²+20y²)=</span>(49x²-49y²) · (x²-9y²)=
=49 (x-y)(x+y)(x-3y)(x+3y)