2022級(jí)高等數(shù)學(xué)學(xué)習(xí)通超星期末考試答案章節(jié)答案2024年

2022級(jí)高等數(shù)學(xué)學(xué)習(xí)通超星期末考試章節(jié)答案2024年/ananas/latex/p/248156

答案:對(duì)/ananas/latex/p/3503357

答案:對(duì)/star3/origin/5ecae88a70243a70b29b325fc7c089d8.png

答案:錯(cuò)/star3/origin/5380dcc273a819afe5ff9c8958406c72.png

答案:3/star3/origin/a3ebb3b47a856cee4f665882fbc17fd6.png

答案:一個(gè)數(shù)值/star3/origin/9841e7d08828e93abe579d817f5ad072.png

答案:2π/star3/origin/c09ef92be36b64b955aaa9632cf0fe70.png

答案:1/star3/origin/cf93654f7c3d2d548c5f76687d672614.png

答案:29/6/star3/origin/6835c10c8a5e24b27418bf0146a55902.png

答案:2/star3/origin/f5b283cd9f8ebb09f495b2f25b1858cc.png

答案:10/3/star3/origin/8eb8f5b8d9b0b1d587977bea09107e3e.png

答案:1/star3/origin/8ce20117640f2a24397ffd91a61acdde.png

答案:1/3/star3/origin/70fac31095c398f9dced30229385e8ab.png

答案:1/star3/origin/2800d59e53679acf1f94f57106d29a47.png

答案:0/ananas/latex/p/645579

答案:0對(duì)于求不規(guī)則的量，總體不好近似為規(guī)則的量，所以分成很小的部分，利用連續(xù)的原理就好做近似了。例如大的曲邊梯形不好近似為規(guī)則圖形的面積，劃成小的曲邊梯形后，其近似為矩形，再求和，取極限。

答案:對(duì)/star3/origin/c3bfb73746e2b72d5e7f020a12ed44c4.png

答案:錯(cuò)/star3/origin/656a4ac1cfaa506a7e75f64273146f79.png

答案:錯(cuò)/star3/origin/319e07941d1c6c6fb427bee59595e68f.png

答案:B;C;F;G/star3/origin/cd6a6db558cacc2dd80b48de90a6ad35.gif

答案:2/ananas/latex/p/780434

答案:1/2/star3/origin/b599c35c626755467bcf0294007941ed.gif

答案:1任何函數(shù)都存在反函數(shù)

答案:錯(cuò)/ananas/latex/p/807195

答案:錯(cuò)常用的函數(shù)表示法有（

）、（

）以及（

）等

答案:解析式法;圖像法;表格法函數(shù)的兩個(gè)要素為（

）和（

），如果函數(shù)的兩個(gè)要素相同，那么它們就是相同的函數(shù)，否則就是不同的函數(shù)。

答案:定義域;對(duì)應(yīng)法則/ananas/latex/p/3269440

答案:非奇非偶函數(shù)/ananas/latex/p/807181

答案:[-1,2)/ananas/latex/p/340341

答案:（-1,1）/star3/origin/cac2c5b8075829827d735be9063943f7.png

答案:錯(cuò)由基本初等函數(shù)及常數(shù)經(jīng)過(guò)有限次四則運(yùn)算和有限次復(fù)合構(gòu)成的函數(shù)，稱(chēng)為初等函數(shù)。

答案:錯(cuò)/star3/origin/6693002582210f0f3b169a1b2bd8a8bc.png

答案:10;1+2x下列函數(shù)屬于基本初等函數(shù)的有（

）

答案:冪函數(shù);指數(shù)函數(shù);對(duì)數(shù)函數(shù);三角函數(shù);反三角函數(shù)基本初等函數(shù)包括（

）.

答案:冪函數(shù);指數(shù)函數(shù);對(duì)數(shù)函數(shù);三角函數(shù);反三角函數(shù)下列函數(shù)，周期為π的函數(shù)為（

）.

答案:y=tanx函數(shù)在一點(diǎn)的極限就是函數(shù)在這一點(diǎn)處的函數(shù)值。

答案:錯(cuò)/star3/origin/be29dc147669471ff78231f250fe9262.png

答案:2/star3/origin/b0c8cf1b45d560ddefaf0a2b41e6368c.png

答案:1/star3/origin/449d8c55d05a8e9b7569d7cf487f4fa0.png

答案:0數(shù)列：3,3,3,...的極限為

。

答案:3/star3/origin/c2df323b4ba0fea2772dfb66fa1fc9ac.png

答案:3，2，不存在/star3/origin/c24af44e0d59bab830fbd54ab121f2d6.png

答案:0/star3/origin/0a8ad3bc6d1ba3641486e46211d95f26.png

答案:3/star3/origin/25eb314916d46abbbe48854ea27a14a7.png

答案:2/star3/origin/65fdaec353aeece105ccfd42c3053586.png

答案:3/7/star3/origin/81d8a26bee05c8f2f7c6d03205738c60.png

答案:1/2/star3/origin/5efe35b2448a5eccbef70edbadbf2979.png

答案:7/star3/origin/31182403a95a78940833765e9b71f9f0.png

答案:3/star3/origin/3efd9023646a74788fdbb00bcc76e3d8.png

答案:8/star3/origin/0aaa76f7cae81e80a2faefd03a718465.png

答案:3/2無(wú)窮大量就是比任意實(shí)數(shù)都大的數(shù)。

答案:錯(cuò)/star3/origin/b47a0d1f225b4f07481c64ffe47d932c.png

答案:有界量;0;無(wú)窮小;0/star3/origin/9107b8b594d40083d4daa3aa0dba68fd.png

答案:0data:image/png;base64,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

答案:3/4;2/3/star3/origin/bf61f71859eeaa1b365b483302f0d327.png

答案:對(duì)函數(shù)f(x)在某一區(qū)間內(nèi)連續(xù)，則函數(shù)在該區(qū)間上一定存在最大值和最小值。

答案:錯(cuò)初等函數(shù)在其定義區(qū)間內(nèi)是連續(xù)的。

答案:對(duì)/star3/origin/3b48866c6d82394e10d837ef2f739aa8.png

答案:1/star3/origin/ae1ace294d08e599a71979b11ccf64e9.png

答案: