电子课本网 第29页

第29页

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$ 解:(1)\frac {2023}{2024}=1-\frac {1}{2024},\frac {2024}{2025}=1-\frac {1}{2025}$
$\frac {1}{2024}>\frac {1}{2025},所以1-\frac {1}{2024}<1-\frac {1}{2025}$
$所以\frac {2023}{2024}<\frac {2024}{2025}$
$(3)(-\frac {4}{5})-(-\frac {5}{6})$
$=(-\frac {4}{5})+\frac {5}{6}$
$=\frac {25}{30}-\frac {24}{30}$
$=\frac {1}{30}>0$
$所以-\frac {4}{5}>-\frac {5}{6}$
$解:小亮:\frac {1}{2}-(-\frac {3}{2})+(-5)-4$
$=\frac {1}{2}+\frac {3}{2}-(5+4)$
$=2-9$
$=-7$
$小丽:(-2)-(-\frac {1}{3})+5-(-\frac {1}{4})$
$=(-2)+\frac {1}{3}+5+\frac {1}{4}$
$=3\frac {7}{12}$
$3\frac {7}{12}>-7$
$小丽获胜。$