Question
Calcola e approssima il risultato ai decimi. a) \( \sqrt{426-10^{2} \cdot 2} \) b) \( \sqrt{2+\sqrt{25}} \) c) \( 2 \cdot \sqrt{102} \)
Ask by Byrd Alexander. in Italy
Jan 17,2025
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Answer
a) \( \sqrt{426 - 100} = \sqrt{226} \approx 15,0 \)
b) \( \sqrt{2 + 5} = \sqrt{7} \approx 2,6 \)
c) \( 2 \cdot \sqrt{102} \approx 20,2 \)
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Per calcolare e approssimare il risultato ai decimi: a) \( \sqrt{426 - 10^{2} \cdot 2} = \sqrt{426 - 200} = \sqrt{226} \approx 15.0 \). b) \( \sqrt{2 + \sqrt{25}} = \sqrt{2 + 5} = \sqrt{7} \approx 2.6 \). c) \( 2 \cdot \sqrt{102} \approx 2 \cdot 10.1 \approx 20.2 \).