材料:在学习绝对值时,老师教过我们绝对值的几何含义,eqIdfeb26d4d76d44ef4b6f6720e93202cc0表示eqId8f65c930571d4ff6aa6a50029d46826eeqId8898c1dc81824f3098bbeae74e8f11fd在数轴上对应的两点之间的距离;eqIdf8ce2f1602704939b72c09ce7ffc6c7c,所以eqId51081a21229c4c9bbd872b151c006a35表示eqId8f65c930571d4ff6aa6a50029d46826eeqId12cdee9269084cdd9a6db21bdd50a61c在数轴上对应的两点之间的距离;eqIdf33b05fbbc4948f29b4045aac357bd8a,所以eqIdf4ea6cff003a461aac438a28890df14d表示eqId8f65c930571d4ff6aa6a50029d46826e在数轴上对应的点到原点的距离,一般地,点eqIdcc614bd3390c4d028df189b234dcc351eqId8754ce8cf7f34f04abb9a0c041f57f5c在数轴上分别表示有理数eqId70a27b6ddf6b478285353abb3b1f3741eqIdaea992e70d4943e49e893817eb885ed7,那么eqIdcc614bd3390c4d028df189b234dcc351eqId8754ce8cf7f34f04abb9a0c041f57f5c之间的距离可表示为eqIde977fb0d8114432abb764edc09d79568
eqIdf1bd69290a464f71ac73b93c51985105)点eqIdcc614bd3390c4d028df189b234dcc351eqId8754ce8cf7f34f04abb9a0c041f57f5ceqId19a4eb16029e4550a14f2afe4741a3c3在数轴上分别表示有理数eqIdc12aac8c2448479687a40735b3572a23eqId30c998d35a344d80a18e14a8c8f2d14feqIdf1bd69290a464f71ac73b93c51985105,那么eqIdcc614bd3390c4d028df189b234dcc351eqId8754ce8cf7f34f04abb9a0c041f57f5c的距离表示为______________________________(用含绝对值的式子表示).如果eqIdb71c807a941647bd978e2dc1e0cb30a0,那么eqIdc12aac8c2448479687a40735b3572a23为______________________________.
eqIdc052ddfbd4524f67a79e0e77c2e5656a)利用数轴探究:
①找出满足eqId7d827ad0f5fe492bb8640678b79699c4eqIdc12aac8c2448479687a40735b3572a23的所有整数值是____________________;
②设eqIdde36fc829b3b4b2c9ed6a49d066cc915,当eqIdc12aac8c2448479687a40735b3572a23的值取在不小于eqIdfca343da1efc413487359c1551da9dbe且不大于eqId8898c1dc81824f3098bbeae74e8f11fd的范围时,eqId0c243e5dded24989821daf9bef2676a6的值是不变的,而且是eqId0c243e5dded24989821daf9bef2676a6的最小值,这个最小值是____________________;
eqId8898c1dc81824f3098bbeae74e8f11fd)求eqId2481d6bb88444ce288ddc9514b7bd070的最小值为____________________,此时eqIdc12aac8c2448479687a40735b3572a23的值为____________________.
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