fatore:[tex] \sqrt{12} [/tex][tex] \sqrt{50} [/tex][tex] \sqrt...

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Vitormanoel

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LARGEoxed{egin{array}{l}egin{array}{r|l}sf12&sf2\sf6&sf2\sf3&sf3\sf1end{array}\sfsqrt{12}=sqrt{2^2cdot3}\sfsqrt{12}=2sqrt{3}end{array}}

LARGEoxed{egin{array}{l}egin{array}{r|l}sf50&sf2\sf25&sf5\sf5&sf5\sf1end{array}\sfsqrt{50}=sqrt{2cdot5^2}\sfsqrt{50}=5sqrt{2}end{array}}

LARGEoxed{egin{array}{l}egin{array}{r|l}sf18&sf2\sf9&sf3\sf3&sf3\sf1end{array}\sfsqrt{18}=sqrt{2cdot3^2}\sfsqrt{18}=3sqrt{2}end{array}}

LARGEoxed{egin{array}{l}egin{array}{r|l}sf27&sf3\sf9&sf3\sf3&sf3\sf1end{array}\sfsqrt{27}=sqrt{3^2cdot3}\sfsqrt{27}=3sqrt{3}end{array}}

Largeoxed{egin{array}{l}egin{array}{r|l}sf144&sf2\sf72&sf2\sf36&sf2\sf18&sf2\sf9&sf3\sf3&sf3\sf1end{array}\sfsqrt{144}=sqrt{2^2cdot2^2cdot3^2}\sfsqrt{144}=2cdot2cdot3\sfsqrt{144}=12end{array}}

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