Odpowiedź i szczegółowe wyjaśnienie:
[tex]a)\ \sqrt{529}=23\\\\b)\ \sqrt{5,29}=2,3\\\\c)\ \sqrt{\dfrac{121}{529}}=\dfrac{\sqrt{121}}{\sqrt{529}}=\dfrac{11}{23}[/tex]
[tex]\sqrt{576}=24\\\\\sqrt{0,0676}=\sqrt{0,0001\cdot676}=\sqrt{0,0001}\cdot\sqrt{676}=0,01\cdot26=0,26\\\\\\\sqrt{\dfrac{441}{625}}=\dfrac{\sqrt{441}}{\sqrt{625}}=\dfrac{21}{25}[/tex]
[tex]\sqrt{841}=29\\\\\sqrt{48400}=\sqrt{484\cdot100}=\sqrt{484}\cdot\sqrt{100}=22\cdot10=220\\\\\\\sqrt{\dfrac{484}{529}}=\dfrac{\sqrt{484}}{\sqrt{529}}=\dfrac{22}{23}[/tex]
