人教a版高中數(shù)學(xué)必修1到必修5全冊教案打包下載精美整理word完整版［必修1-5］

1、1新課標人教新課標人教A版高中數(shù)學(xué)必修版高中數(shù)學(xué)必修1515全部教案總目錄新課標人教新課標人教A版高中數(shù)學(xué)必修1教案目錄第一章集合與函數(shù)概念...........................................................................................................................................11.1.1集合的含義

2、與表示........................................................................................................................................31.1.2集合間的基本關(guān)系...................................................................

3、.....................................................................51.1.3集合的基本運算..........................................................................................................................................

4、.71.2.1函數(shù)的概念...................................................................................................................................................91.2.2函數(shù)的表示法.................................................

5、............................................................................................131.3.1函數(shù)的單調(diào)性...................................................................................................................

6、..........................21132函數(shù)的奇偶性........................................................................................................................................25第二章基本初等函數(shù)（Ⅰ）.................................

7、................................................................................................292.1.1指數(shù)（第1—2課時）...........................................................................................................

8、..................31第二課時................................................................................................................................................................33第三課時..............................

9、..................................................................................................................................352.1.2指數(shù)函數(shù)及其性質(zhì)（2個課時）.....................................................................

10、............................................37第一課時............................................................................................................................................................37第2課時........

11、....................................................................................................................................................40對數(shù)（第一課時）..............................................................

12、..................................................................................42對數(shù)（第二課時）................................................................................................................................

13、............442.2.2對數(shù)函數(shù)及其性質(zhì)（第一、二課時）......................................................................................................47對數(shù)函數(shù)（第三課時）.......................................................................

14、.............................................................51冪函數(shù)..........................................................................................................................................................

15、..........53小結(jié)與復(fù)習(xí)............................................................................................................................................................57第三章函數(shù)的應(yīng)用.....................................

16、............................................................................................................613.1.1方程的根與函數(shù)的零點...............................................................................................

17、...............................633.1.2用二分法求方程的近似解..........................................................................................................................673.2.1幾類不同增長的函數(shù)模型...............................

18、..........................................................................................693.2.2函數(shù)模型的應(yīng)用實例（Ⅰ）...............................................................................................................

19、......713.2.2函數(shù)模型的應(yīng)用實例（Ⅱ）.....................................................................................................................733.2.2函數(shù)模型的應(yīng)用實例（Ⅲ）...........................................................

20、...........................................................75新課標人教新課標人教A版高中數(shù)學(xué)必修2教案第一章：空間幾何體.................................................................................................................................

21、..................11.2.1空間幾何體的三視圖（1課時）.................................................................................................................31.2.2空間幾何體的直觀圖（1課時）.................................................

22、................................................................51.3.1柱體、錐體、臺體的表面積與體積..............................................................................................................71.3.2球的體積和表面積...........

23、..........................................................................................................................9第二章直線與平面的位置關(guān)系....................................................................................

24、...........................................112.1.1平面.............................................................................................................................................................1133.3幾何概型3

25、.3.1—3.3.2幾何概型及均勻隨機數(shù)的產(chǎn)生................................................................................79新課標人教新課標人教A版高中數(shù)學(xué)必修4教案第一章三角函數(shù).......................................................................................

26、................................................................141.1.1任意角（1）...............................................................................................................................................

27、.141.1.1任意角（2）................................................................................................................................................541.1.2弧度制（1）.................................................

28、...............................................................................................941.1.2弧度制（2）................................................................................................................

29、..............................1141.2.1任意角的三角函數(shù)（1）..........................................................................................................................1341.2.1任意角的三角函數(shù)（2）..............................

30、............................................................................................1741.2.1任意角的三角函數(shù)（3）.............................................................................................................

31、.............2141.2.2同角三角函數(shù)的基本關(guān)系（1）..............................................................................................................2341.2.2同角三角函數(shù)的基本關(guān)系（2）.....................................................

32、.........................................................2741.2.2同角三角函數(shù)的基本關(guān)系（3）..............................................................................................................3141.3三角函數(shù)的誘導(dǎo)公式................

33、...................................................................................................................3541.4.1正弦、余弦函數(shù)的圖象（1）....................................................................................

34、..............................4141.4.1正弦、余弦函數(shù)的圖象（2）..................................................................................................................4541.4.2正弦、余弦函數(shù)的性質(zhì)(一)..................................

35、....................................................................................4941.4.2(2)正弦、余弦函數(shù)的性質(zhì)(二)................................................................................................................

36、..5341.4.3正切函數(shù)的性質(zhì)與圖象（1）..................................................................................................................5741.4.3正切函數(shù)的性質(zhì)與圖象（2）..............................................................

37、....................................................6141.5函數(shù)Y=ASIN(WX?)(A0，W0的圖象....................................................................................................6341.6三角函數(shù)模型的簡單應(yīng)用.......................

38、....................................................................................................67三角函數(shù)小結(jié)和復(fù)習(xí).............................................................................................................

39、...............................69第二章平面向量.......................................................................................................................................................732.1平面向量的實際背景及基本概念..........

40、....................................................................................................732.2.1向量的加法運算及其幾何意義....................................................................................................

41、...........762.2.2向量的減法運算及其幾何意義...............................................................................................................792.3平面向量的基本定理及坐標表示...........................................................

42、........................................................832.3.1平面向量基本定理.....................................................................................................................................832.3.2—2.3.3平面向

43、量的正交分解和坐標表示及運算...................................................................................852.3.4平面向量共線的坐標表示.........................................................................................................

44、................872.4平面向量的數(shù)量積.........................................................................................................................................892.4.1平面向量的數(shù)量積的物理背景及其含義..............................

45、....................................................................892.4.2平面向量數(shù)量積的運算律..........................................................................................................................93第三章三角恒等變換.

46、........................................................................................................................................1033.1兩角和與差的正弦、余弦和正切公式..............................................................

47、.......................................1053.1.1兩角差的余弦公式.....................................................................................................................................1053.1.2兩角和與差的正弦、余弦、正切公式........

48、...........................................................................................1063.1.3二倍角的正弦、余弦和正切公式........................................................................................................109

49、3.2簡單的三角恒等變換（3個課時）.............................................................................................................111《三角恒等變換》復(fù)習(xí)課（2個課時）.........................................................................