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3)   Las fracciones $\\Large \\frac{5}{6}$, $\\Large \\frac{17}{18}$, $\\Large \\frac{1}{9}$, $\\Large \\frac{2}{3}$ ordenadas de mayor a menor corresponden a:

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      A)  $\\Large \\frac{2}{3} < \\Large \\frac{17}{18} < \\Large \\frac{1}{9} < \\Large \\frac{5}{6}$

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      B)  $\\Large \\frac{2}{3} < \\Large \\frac{5}{6} < \\Large \\frac{1}{9} < \\Large \\frac{17}{18}$

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      C)  $\\Large \\frac{1}{9} < \\Large \\frac{2}{3} < \\Large \\frac{5}{6} < \\Large \\frac{17}{18}$

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      D)  $\\Large \\frac{5}{6} <  \\Large \\frac{17}{18} < \\Large \\frac{1}{9} < \\Large \\frac{2}{3}$ 

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Para determinar el orden de las fracciones, determinaremos para cada una de ellas su forma decimal (exprese cada resultado con la primera cifra decimal obtenida)

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$\\Large \\frac{5}{6}=$[[0]]

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$\\Large \\frac{17}{18}=$[[1]]

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$\\Large \\frac{1}{9}=$[[2]]

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$\\Large \\frac{2}{3}=$[[3]]

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Según los números decimales obtenidos anteriormente (puede usar calculadora), ordene de menor a mayor las fracciones anteriores.

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[[4]]       [[6]]       [[8]]       [[10]]

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_______ $\\LARGE <$ _______ $\\LARGE <$ _______ $\\LARGE <$ _______ $\\LARGE <$ 

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[[5]]       [[7]]       [[9]]       [[11]]

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La respuesta es: [[12]]

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