Divide :
63166\dfrac{3}{16}6163 ÷ 3173\dfrac{1}{7}371
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We have:
=6316÷317=9916÷227[Converting mixed to improper fraction]=9916×722[Reciprocal of 227 is 722]=916×72[Simplifying 99 and 22 ⇒ Divide by 11]=9×716×2=6332=13132\begin{array}{ll} \phantom{=} 6\dfrac{3}{16} ÷ 3\dfrac{1}{7} \\ = \dfrac{99}{16} ÷ \dfrac{22}{7} & \text{[Converting mixed to improper fraction]} \\ = \dfrac{99}{16} \times \dfrac{7}{22} & [\text{Reciprocal of } \dfrac{22}{7} \text{ is } \dfrac{7}{22}] \\ = \dfrac{9}{16} \times \dfrac{7}{2} & \text{[Simplifying 99 and 22 ⇒ Divide by 11]} \\ = \dfrac{9 \times 7}{16 \times 2} \\ = \dfrac{63}{32} \\ = 1\dfrac{31}{32} \end{array}=6163÷371=1699÷722=1699×227=169×27=16×29×7=3263=13231[Converting mixed to improper fraction][Reciprocal of 722 is 227][Simplifying 99 and 22 ⇒ Divide by 11]
∴ The answer is 131321\dfrac{31}{32}13231
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321232\dfrac{1}{2}3221 ÷ 8348\dfrac{3}{4}843
81218\dfrac{1}{21}8211 ÷ 1671\dfrac{6}{7}176
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By what fraction should 935\dfrac{9}{35}359 be multiplied to get 715\dfrac{7}{15}157 ?