这样的几类分数 “不是最简分数”?

2013/12/20 10:12:30

最简分数的定义 :分子和分母只有公因数1。

不是最简分数:分子和分母除了公因数1,还有其他公共因数。

                                                                                11       33          7             8

1、分子和分母是倍数关系,那它一定不是一个最简分数。如:-----    -----     -----     ----  ......

                                                                                 22       3            49            56 

 

 

                                                                                                                                    2         6           10       76 

2、分子和分母都是 2 的倍数(末尾数字是:2、4、6、8、0  )的数,那它一定不是一个最简分数。如:-----    -----     -----     ----  ......

                                                                                                                                    4        38           64        18

 

                                                                                                                      5         25         30       100

3、分子和分母都是 5 的倍数(末尾数字是:5、0  )的数,那它一定不是一个最简分数。如:-----    -----     -----     ----  ......

                                                                                                                      10        45          40        5

 

                                                                                                                                3         6         12         603

4、分子和分母都是 3 的倍数(各数位数字之和是3的倍数 )的数,那它一定不是一个最简分数。如:-----    -----     -----     ----  ......

                                                                                                                                6         18        33         192

 

                                                                                                                                                            14     18     22

5、分子和分母都是其他数的倍数( 如是7的倍数,9的倍数,是11的倍数.......)的数,那它一定不是一个最简分数。如:---    ---     ---  ......

                                                                                                                                                            21     81     33