高中數(shù)學(xué)常用解題方法

13600字 44頁

目 錄
一、引言 ...................................................1
二、換元法 ...............................................2
2.1 換元法及其說明.................................................2
2.2 再現(xiàn)性題組 .................................................2
2.3 示范性題組 .................................................3
2.4 鞏固性題組 .................................................4
三、配方法 ...............................................5
3.1 配方法及其說明.................................................5
3.2 再現(xiàn)性題組 .................................................5
3.3 示范性題組 .................................................6
3.4 鞏固性題組 .................................................7
四、定義法 ...............................................9
4.1 定義法及其說明 ................................................9
4.2 再現(xiàn)性題組 .................................................9
4.3 示范性題組 .................................................10
4.4 鞏固性題組 .................................................11
五、待定系數(shù)法 ...........................................13
5.1 待定系數(shù)法法及其說明...........................................13
5.2 再現(xiàn)性題組 .................................................13
5.3 示范性題組 .................................................13
5.4 鞏固性題組 .................................................15
六、參數(shù)法 ...................................................16
6.1 參數(shù)法及其說明.................................................16
6.2 再現(xiàn)性題組 .................................................16
6.3 示范性題組 .................................................16
6.4 鞏固性題組 .................................................17
七、反證法 ...............................................18
7.1 反證法及其說明.................................................18
7.2 再現(xiàn)性題組 .................................................18
7.3 示范性題組 .................................................18
7.4 鞏固性題組 .................................................19
八、數(shù)學(xué)歸納法法 ...........................................20
8.1 數(shù)學(xué)歸納法法及其說.............................................20
8.2 再現(xiàn)性題組 .................................................20
8.3 示范性題組 .................................................21
8.4 鞏固性題組 .................................................22
九、消去法 ...............................................24
9.1 消去法及其說明.................................................24
9.2 再現(xiàn)性題組 .................................................24
9.3 示范性題組 .................................................24
9.4 鞏固性題組 .................................................26
十、求導(dǎo)法 ...............................................27
10.1 求導(dǎo)法及其說明................................................27
10.2 再現(xiàn)性題組 ................................................27
10.3 示范性題組 ................................................27
10.4 鞏固性題組 ................................................29
十一、數(shù)形結(jié)合法 .............................................30
11.數(shù)形結(jié)合法及其說明..............................................30
11.2 再現(xiàn)性題組 ................................................30
11.3 示范性題組 ................................................31
11.4 鞏固性題組 ................................................32
十二、構(gòu)造法 ...............................................34
12.1 構(gòu)造法及其說明................................................34
12.2 再現(xiàn)性題組 ................................................34
12.3 示范性題組 ................................................34
12.4 鞏固性題組 ................................................37
十三、結(jié)論 .................................................38
十四、致謝 .................................................39
十五、參考文獻 ..............................................40