Ответ:
[tex]\sqrt{8,5} > \sqrt{6,5} ;\\4\sqrt{2} < 2\sqrt{11}[/tex]
Объяснение:
[tex]\sqrt{8,5} ~~i~~\sqrt{6,5} \approx2,92~~i~~2,55\Rightarrow\underline{\sqrt{8,5} ~~ > ~~\sqrt{6,5} };\\4\sqrt{2} ~~i~~2\sqrt{11} =\sqrt{32} ~~i~~\sqrt{44} \approx 5,66~~i~~6,63\Rightarrow\underline{4\sqrt{2} ~~ < ~~2\sqrt{11} }[/tex]
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Ответ:
[tex]\sqrt{8,5} > \sqrt{6,5} ;\\4\sqrt{2} < 2\sqrt{11}[/tex]
Объяснение:
[tex]\sqrt{8,5} ~~i~~\sqrt{6,5} \approx2,92~~i~~2,55\Rightarrow\underline{\sqrt{8,5} ~~ > ~~\sqrt{6,5} };\\4\sqrt{2} ~~i~~2\sqrt{11} =\sqrt{32} ~~i~~\sqrt{44} \approx 5,66~~i~~6,63\Rightarrow\underline{4\sqrt{2} ~~ < ~~2\sqrt{11} }[/tex]