求解 {l}{text{1.0.123,1.230,0.0123,0.1203,12.3}}{text{2.5.001,5001,0.051,0.0051}}

$$\left. \begin{array} { l } { \text { 1. 0.123, 1.230, 0.0123,0.1203, 12.3 } } \\ { \text { 2. 5.001, 5001, 0.051, 0.0051 } } \end{array} \right.$$

排序

$$0.0051,0.0123,0.051,0.1203,0.123,1.23,10.002,12.3,5001$$

求解步骤

将 1 与 0.123 相乘，得到 0.123。

$$sort(0.123,1.23,0.0123,0.1203,12.3,2\times 5.001,5001,0.051,0.0051)$$

将 2 与 5.001 相乘，得到 10.002。

$$sort(0.123,1.23,0.0123,0.1203,12.3,10.002,5001,0.051,0.0051)$$

若要对列表进行排序，请从单个元素 0.123 开始。

$$0.123$$

将 1.23 插入到新列表中的适当位置。

$$0.123,1.23$$

将 0.0123 插入到新列表中的适当位置。

$$0.0123,0.123,1.23$$

将 0.1203 插入到新列表中的适当位置。

$$0.0123,0.1203,0.123,1.23$$

将 12.3 插入到新列表中的适当位置。

$$0.0123,0.1203,0.123,1.23,12.3$$

将 10.002 插入到新列表中的适当位置。

$$0.0123,0.1203,0.123,1.23,10.002,12.3$$

将 5001 插入到新列表中的适当位置。

$$0.0123,0.1203,0.123,1.23,10.002,12.3,5001$$

将 0.051 插入到新列表中的适当位置。

$$0.0123,0.051,0.1203,0.123,1.23,10.002,12.3,5001$$

将 0.0051 插入到新列表中的适当位置。

$$0.0051,0.0123,0.051,0.1203,0.123,1.23,10.002,12.3,5001$$

求值

$$0.123,\ 1.23,\ 0.0123,\ 0.1203,\ 12.3,\ 10.002,\ 5001,\ 0.051,\ 0.0051$$