內(nèi)容 年份 |
函數(shù) |
極限 |
導(dǎo)數(shù)與微分 |
2000 |
一(4)(漸近線),二(1)(連續(xù)) |
一(1)(代換,洛必達(dá)),二(4)(變形,洛必達(dá)) |
一(2)(隱函數(shù)微分),五(高階導(dǎo)) |
2001 |
二(1)(分段,復(fù)合),四(冪指,間斷點(diǎn)) |
一(1)(變形),二(2)(高階,等價) |
一(2)(隱函數(shù)求導(dǎo),法線) |
2002 |
一(1)(分段,連續(xù),待定常數(shù)) |
一(4)(n項和極限,定積分),八(數(shù)列極限,存在/計算),十(高階,求導(dǎo),方程組) |
二(1)(微分,復(fù)合求導(dǎo)),三(極坐標(biāo),切線/法線) |
2003 |
三(分段,連續(xù),間斷點(diǎn)) |
一(1)(等價,待定常數(shù)),二(1)(數(shù)列斂散,比較),二(2)(定積分?jǐn)?shù)列極限) |
一(2)(隱函數(shù)求導(dǎo),切線),四(參數(shù)函數(shù)二階導(dǎo),變限求導(dǎo)) |
2004 |
1(間斷點(diǎn)) |
7(無窮小排序,變限求導(dǎo)),9(n項和極限,定積分),15(冪指,代換,洛必達(dá)) |
10(導(dǎo)數(shù)符號,極限保號),16(分段,可導(dǎo)) |
2005 |
2(漸近線),12(間斷點(diǎn)) |
5((等價,變形,待定常數(shù))),15(變限求導(dǎo)) |
1(冪指求導(dǎo)),7(極限函數(shù),可導(dǎo)),9(參數(shù)函數(shù),法線) |
2006 |
1(漸近線),2(分段,變限求導(dǎo)) |
15(等價,待定常數(shù)),18(數(shù)列斂散,冪指) |
5(隱函數(shù)求導(dǎo)),7(微分與增量),9(復(fù)合求導(dǎo)) |
2007 |
2(間斷點(diǎn)),5(漸近線) |
1(等價),6(數(shù)列斂散,中值定理),11(變形,代換,洛必達(dá)) |
4(可導(dǎo)),12(參數(shù)函數(shù),法線),13(高階導(dǎo)),20(隱函數(shù)/復(fù)合函數(shù)二階導(dǎo)) |
2008 |
1(零點(diǎn)),4(間斷點(diǎn)) |
5(數(shù)列斂散),9(代換),15(代換,變換,洛必達(dá),三角) |
11(隱函數(shù)求導(dǎo),切線),16(參數(shù)函數(shù),變限求導(dǎo),微分方程) |
2009 |
1(間斷點(diǎn)) |
2(等價,待定常數(shù)),15(代換,變形,洛必達(dá)) |
9(參數(shù)函數(shù)求導(dǎo),切線),12(隱函數(shù)二階導(dǎo)) |
2010 |
1(間斷點(diǎn)),10(漸近線) |
|
3(相切),13(導(dǎo)數(shù)應(yīng)用,速度) |
2011 |
|
1(等價,待定常數(shù)),9(冪指,代換,洛必達(dá)),15(變限求導(dǎo),洛必達(dá)), 19(Ⅱ)(數(shù)列斂散) |
2(導(dǎo)數(shù)定義),3(駐點(diǎn)) |
2012 |
1(漸近線),21(Ⅰ)(零點(diǎn)) |
3(數(shù)列斂散),10(n項和極限,定積分),15(同階,洛必達(dá),待定常數(shù)), 21(Ⅱ)(數(shù)列斂散) |
2(導(dǎo)數(shù)定義,求導(dǎo)),9(隱函數(shù)二階導(dǎo)) |
2013 |
3(間斷點(diǎn),分段,變限積分) |
1(無窮小的階,代換),9(冪指,代換,洛必達(dá)),15(等價,待定常數(shù),三角) |
2(隱函數(shù)求導(dǎo),導(dǎo)數(shù)定義),10(反函數(shù)求導(dǎo),變限求導(dǎo)),12(參數(shù)函數(shù),法線) |
2014 |
2(漸近線),10(奇偶性,周期性) |
1(高階,代換,待定常數(shù)),15(變限求導(dǎo),代換,洛必達(dá)) |
5(求導(dǎo),代換,洛必達(dá)),12(極坐標(biāo),參數(shù)函數(shù),切線) |