<p class="ql-block">无需转发，</p><p class="ql-block"><br></p><p class="ql-block">无需集赞，</p><p class="ql-block"><br></p><p class="ql-block">关注微信公众号“成都数学王健平老师”，</p><p class="ql-block"><br></p><p class="ql-block">回复“5年高考真题”，就可以获得下载链接！</p><p class="ql-block"><br></p><p class="ql-block"><br></p><p class="ql-block">建议收到回复消息后，在电脑上打开并下载！</p><p class="ql-block"><br></p> <h3>往期回顾：</h3></br><h3>高一：<br></br></h3></br><h3>1、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247483892&idx=1&sn=ea5994fa072a54c4d34bdcb3ee01b13a&chksm=cee5a2ebf9922bfd30047bc531f759095329cd98d931fe6a5a0e2e8aeda9e44aed20bd1dc275&scene=21#wechat_redirect" tab="innerlink" target="_blank">【数列】求通项公式的方法</a></h3></br><h3>2、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486155&idx=1&sn=e2acdb82534ff1763a46f7f6e99f605a&chksm=cee5a9d4f99220c29a8c58f2eaa197de19fa1202bd1d8b67d93fcd5d278e26dc89b6ad9829c2&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】用放缩法证明数列不等式（一）</a></h3></br><h3>3、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486425&idx=1&sn=43c58358ad8d256263a3b7f6143ea809&chksm=cee5a8c6f99221d06ac770be547a3db2a1768fb30e5f46f0c618cf0ba90e97b5879e71e72af0&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】高一下期末用放缩法证明数列不等式（二）</a></h3></br><h3>4、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247485882&idx=1&sn=4855175ad798fa9934befd11eec10d84&chksm=cee5aaa5f99223b33fb2ceb715b241c8d03f90e1e8f2f795d0e0d3e5cc799526ce1d1b4f760e&scene=21#wechat_redirect" tab="innerlink" target="_blank" textvalue="【高中数学】平面向量之三角形的“重心”">【高中数学】平面向量之三角形的“重心”</a></h3></br><h3><a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247485900&idx=1&sn=798a12d96cf7fec5b4770d534c51cb9a&chksm=cee5aad3f99223c50e8087fa37a5a7493269c3e5535d49457322c30f68c0add40246d5c49541&scene=21#wechat_redirect" tab="innerlink" target="_blank">5、【高中数学】平面向量之三角形的“垂心”</a></h3></br><h3>6、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247485934&idx=1&sn=7cb556d967a16449f1cf08e6c56c1919&chksm=cee5aaf1f99223e7f112720d3ca8f5bb5d019439e7225338443c04d18febe3696f440924c55c&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】平面向量之三角形的“内心”</a></h3></br><h3>7、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247485981&idx=1&sn=03a0b560ee04fa36472e5b3571335fea&chksm=cee5a902f9922014795dfa55aa1907432d239d02891e21b6890fd3715cc8934d3d5681f97974&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】平面向量之三角形的“外心”</a></h3></br><h3>8、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486101&idx=1&sn=30018f7d49ca3544875ffcd97083a446&chksm=cee5a98af992209cd732fce0cef792a723151a8432176505b278e9512c74515eadcd8f2fbb4b&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】含具体角度的三角函数化简求值</a></h3></br><h3>9、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486402&idx=1&sn=fcbd2d3580640ffb1420126c655bfb2e&chksm=cee5a8ddf99221cbdf416f8004511a8e90a26094f8e1ce2e44a8db0f585f1dfff281b6070665&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】高一下期期末 引入角度作变量表示面积</a></h3></br><h3>10、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486448&idx=1&sn=44f3e8464ebb0a35b0676b1a179b72b6&chksm=cee5a8eff99221f9aff6cd5a342c2faaf424611a3952b37569f1affeb73711a418650a41b626&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】高一下期末 数列的单调性问题</a><br></br></h3></br><h3>11、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486554&idx=1&sn=38ca654c424b0df54d8d5b80f98dbcdb&chksm=cee5af45f9922653e2c715a00b2cadfd9d5426351311dc282d891717b9893b0225e5eeb8238d&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】高一 函数的单调性 两个非负的增函数的乘积仍然是增函数</a><br></br></h3></br><h3>12、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247483708&idx=1&sn=424a56f375ade6b732df2219f747118f&chksm=cee5a223f9922b354f04811c64dbddf6ebc3a684da08193f63f41d402322df800096755f21af&scene=21#wechat_redirect" tab="innerlink" target="_blank">【三角恒等变换】根据三角函数值的大小讨论角度的范围</a><br></br></h3></br><h3>13、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247483678&idx=1&sn=629d112b158bb4ba19f235228669ba01&chksm=cee5a201f9922b17fc4b63321fe9b661da5c5dbf64a769d8c21c54e18475d1b1101425e06ca1&scene=21#wechat_redirect" tab="innerlink" target="_blank">【三角恒等变换】三角形中角度范围的讨论</a></h3></br><h3>14、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486586&idx=1&sn=536be9c7e9ef274cd39e06c6befceaf9&chksm=cee5af65f99226733fea97773c60b344ab8de78babcb796d0d5b51cdfeec262fe2c4dcc8a2d5&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】高一下期末 解三角形 取值范围问题</a><br></br></h3></br><h3>15、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486609&idx=1&sn=fea3c00b0a69c7a573b22b69b47aa884&chksm=cee5af8ef9922698148b435a96c59dc38fc2e7860d7247fc20ba4060a6e31eb64cc6a548b76a&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】高一下期末 数列与三角函数结合</a><br></br></h3></br><h3>16、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247483797&idx=1&sn=35eb2985722c9e707dbea851229d0916&chksm=cee5a28af9922b9c3f33cbc49fa572061aac62edce58dc78aa0d4f29d4417a059ef0c31805bb&scene=21#wechat_redirect" tab="innerlink" target="_blank">用三角换元法求无理式函数值域的几种类型</a></h3></br><h3>17、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247484999&idx=1&sn=846b8a37a73a1285da5b5277e75d5874&chksm=cee5a558f9922c4e5c1798c85af72b16578651d52f113c7d13be5a258b697b907773979fd899&scene=21#wechat_redirect" tab="innerlink" target="_blank">成都七中2017-2018学年高一下期期末考试压轴题简析</a><br></br></h3></br><h3>18、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247484903&idx=1&sn=ac4ec92e80b8a028322f179b981f205c&chksm=cee5a6f8f9922fee3814b623059bcd92e7c0d3ed1a695c47ebde07a39839c0385d67316ae565&scene=21#wechat_redirect" tab="innerlink" target="_blank">成都七中2018-2019学年高一下期期末考试压轴题简析</a></h3></br><h3>19、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247484951&idx=1&sn=92c2b804123a14b76e5a9d4d436ed2d4&chksm=cee5a508f9922c1eabe2164cb5f0cc733f5d99b75c4b942908f9e6766b162febe4cf8ca663bc&scene=21#wechat_redirect" tab="innerlink" target="_blank">成都市树德中学2018-2019学年高一下期期末考试压轴题简析</a></h3></br><h3>20、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486046&idx=1&sn=e51001d09213d487b47d9f16840b915a&chksm=cee5a941f992205767b977e9f99f2c9f2da2bfee4026e93b2229fb2e2fef692634650ce06998&scene=21#wechat_redirect" tab="innerlink" target="_blank">成都外国语学校2021年高一年级4月月考 文科/理科压轴题</a></h3></br><h3>高二：</h3></br><h3>1、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486170&idx=1&sn=95be30b448ed4e401c46a8a0187e733b&chksm=cee5a9c5f99220d37d71a662c7d3e27d43c6ea75608eeac7b52bbe1f41bda20c7d9dc943b426&scene=21#wechat_redirect" tab="innerlink" target="_blank" textvalue="【高中数学】圆锥曲线中平面几何的运用----重心">【高中数学】圆锥曲线中平面几何的运用----重心</a></h3></br><h3>2、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486190&idx=1&sn=1cc3295c1166e980b0cece77a1f0bc7c&chksm=cee5a9f1f99220e722dc6fdaf58281244493159362bec5b4cdd09d7846168ae95e88f9cdc607&scene=21#wechat_redirect" tab="innerlink" target="_blank" textvalue="【高中数学】圆锥曲线中平面几何的运用----角平分线">【高中数学】圆锥曲线中平面几何的运用----角平分线</a></h3></br><h3>3、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486210&idx=1&sn=c7e13cc22c597857ad3987181120d7ea&chksm=cee5a81df992210ba2ea0091e166ae2bc059595ca0fd550e2032f727744e6f60030f1bb0141f&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何的运用----圆</a></h3></br><h3>4、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486233&idx=1&sn=134f04320a991729c98538cd4fe3daf7&chksm=cee5a806f9922110619d64f33b732045f0f53c2ef0bc0e6369bca6a7e6ace24c2518e9e85bc6&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何的运用----四点共圆</a></h3></br><h3>5、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486266&idx=1&sn=04e144d0265e6eb6df21a896f84b49ff&chksm=cee5a825f99221333d909254e6015ae0b63e83f7d69a72ed3f365200f7d4318a654f32d578e4&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何的运用----内心</a><br></br></h3></br><h3>6、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486293&idx=1&sn=67d915b4b68a330097f5921899b05900&chksm=cee5a84af992215c34706d090a180afd7b3c167ce32b6d1571bf08067c43fc49876145a07383&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何的运用----垂心</a></h3></br><h3>7、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486468&idx=1&sn=caeea77c0608879adca54ed75dd41c24&chksm=cee5af1bf992260d0eaeec01d5f29cfce441b43cf3d799868fef3c98b3822df32283d5933a3f&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何知识的运用----中位线</a></h3></br><h3>8、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486488&idx=1&sn=ded2a15e06d93722edd9f2499eeafb30&chksm=cee5af07f9922611ac05decb585c087a6a5771a9cf03470175681908e69bfea0e24fa5daa4c5&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何知识的应用----相似</a></h3></br><h3>9、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486510&idx=1&sn=abc3a003ccdd2735a61b6a61486bf8f8&chksm=cee5af31f99226272e4a3979f25d97d5f9f636f6e635341d80eecff54c2fd5ff25304f875f31&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何知识的应用----特殊四边形</a><br></br></h3></br><h3>10、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486527&idx=1&sn=1ea52002df8134958d9435ffbd86aee4&chksm=cee5af20f9922636632c7c2c9ddcc3e6a121dd8a10d1e7f6bf4f8de1278de055782452faa17d&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线中平面几何知识的应用----等边三角形</a><br></br></h3></br><h3>11、<a data-itemshowtype="0" data-linktype="2" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486539&idx=1&sn=b0841c732cead0253b49b72d8a78fd3f&chksm=cee5af54f9922642a76a5f3e55d33fa1b00ad32470ca483b736f2e9da7124ea8bf1337f61d91&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】圆锥曲线 感受一下不将几何条件进行转化的计算量！</a><br></br></h3></br><h3>12、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486328&idx=1&sn=2afe7dced2e79bccaa07f45a4734e0f6&chksm=cee5a867f99221713064d2bd646a0d7081851ea01576314c3fb80cadc6f929b74b50711d4140&scene=21#wechat_redirect" tab="innerlink" target="_blank">2021年高考数学全国甲卷（理科 文科）压轴题简析</a></h3></br><h3>13、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486357&idx=1&sn=01bf675ab7b6e2a4bdb851c2ca4c99d7&chksm=cee5a88af992219c59fb09de8616705154e9f815ff4cd601942424e9edf0ca877c8e236b8c6a&scene=21#wechat_redirect" tab="innerlink" target="_blank">2021年高考数学全国乙卷（理科 文科）压轴题简析</a></h3></br><h3>14、<a data-itemshowtype="0" data-linktype="2" hasload="1" href="http://mp.weixin.qq.com/s?__biz=Mzg3MzExNzI5Ng==&mid=2247486386&idx=1&sn=9d37ba3de917492781de543708871454&chksm=cee5a8adf99221bbb4c7884fcb1f91bd8250c7fb7c8c7f5c7bbf78933d736668c697e9585d29&scene=21#wechat_redirect" tab="innerlink" target="_blank">【高中数学】解多动点最值问题----文科生也能学会的“相对运动法”</a></h3></br> <a href="https://mp.weixin.qq.com/s/5gLPn12JlfVKU_8y_byDAg" >查看原文</a> 原文转载自微信公众号,著作权归作者所有