Express the following as a recurring decimal :
56\dfrac{5}{6}65
1 Like
By actual division, we get:
0.833…6)5.000‾48‾.0020.018‾.02018‾2\begin{array}{r} 0.833… \ 6 \overline{\smash{)} 5.000 } \ \underline{48} \phantom{.00} \ 20 \phantom{.0} \ \underline{18} \phantom{.0} \ 20 \phantom{} \ \underline{18} \phantom{} \ 2 \phantom{} \end{array}0.833…6)5.00048.0020.018.020182
∴ 56=0.833…=0.83‾\dfrac{5}{6} = 0.833… = 0.8\overline{3}65=0.833…=0.83
Answered By
Express the following as a recurring decimal:
203\dfrac{20}{3}320
311\dfrac{3}{11}113
1790\dfrac{17}{90}9017
137\dfrac{1}{37}371
