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Estudos Gerais04/27/2024

a) 14. Determine a medida do volume de cada paralelepípedo ...

a) 542496\sqrt{54} * \sqrt{24} * \sqrt{96} b) 27+123\sqrt{27}+\sqrt{12}-\sqrt{3} 12. Considerando 2=1.41\sqrt{2}=1.41 e 3=1.73\sqrt{3}=1.73. calcule 0 valor aproximado de cada expressào numerica. c) 125027\sqrt{12} \cdot \sqrt{50} \cdot \sqrt{27} a) 812\sqrt{8}-\sqrt{12} d) 83618\sqrt[3]{8} \cdot \sqrt{6} \cdot \sqrt{18} b) 3227\sqrt{32} \cdot \sqrt{27} 13. 46+28\frac{4}{\sqrt{6}}+\frac{2}{\sqrt{8}} é igual a. a) 86+3812\frac{8 \sqrt{6}+3 \sqrt{8}}{12} c) 46+2824\frac{4 \sqrt{6}+2 \sqrt{8}}{24} e) 221424\frac{22 \sqrt{14}}{24} b) 66+16824\frac{6 \sqrt{6}+16 \sqrt{8}}{24} d) 64848\frac{6 \sqrt{48}}{48} 14. Determine a medida do volume de cada paralelepípedo reto retângulo. B. c.

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