高等数学（2）智慧树知到期末考试答案章节答案2024年山东交通学院

高等数学（2）智慧树知到期末考试答案+章节答案2024年山东交通学院

答案:

答案:

答案:对

答案:错

答案:对

答案:对

答案:对

答案:错

答案:对

答案:对

答案:对

答案:对

答案:对

答案:错

答案:对

答案:对

答案:对

答案:对

答案:对

答案:对

答案:对

答案:错

答案:

答案:

答案:发散

答案:

答案:

答案:

答案:条件收敛

答案:

答案:

答案:

答案:

答案:

答案:

答案:

答案:

答案:.w65210594654s.brush0{fill:rgb(255,255,255);}.w65210594654s.pen0{stroke:rgb(0,0,0);stroke-width:1;stroke-linejoin:round;}.w65210594654s.font0{font-size:260px;font-family:"TimesNewRoman",serif;}.w65210594654s.font1{font-size:406px;font-family:"TimesNewRoman",serif;}.w65210594654s.font2{font-style:italic;font-size:406px;font-family:"TimesNewRoman",serif;}.w65210594654s.font3{font-size:373px;font-family:Symbol,serif;}.w65210594654s.font4{font-weight:bold;font-size:76px;font-family:System,sans-serif;}1122()()CyxCyx+

答案:

答案:收敛于1/2

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答案:

答案:

答案:可能有极值，也可能无极值

答案:

答案:

答案:

答案:对

答案:对

答案:对如下正项级数的判断，结论正确的是（）。

答案:

答案:发散

答案:对下列任意项级数中，条件收敛的是（）。

答案:

答案:错

答案:

答案:错

答案:

答案:

答案:

答案:8

答案:

答案:

答案:

答案:对

答案:对

答案:对

答案:

答案:

答案:

答案:

答案:

答案:

答案:.w65228071688s.brush0{fill:rgb(255,255,255);}.w65228071688s.pen0{stroke:rgb(0,0,0);stroke-width:1;stroke-linejoin:round;}.w65228071688s.font0{font-size:239px;font-family:"TimesNewRoman",serif;}.w65228071688s.font1{font-size:406px;font-family:"TimesNewRoman",serif;}.w65228071688s.font2{font-style:italic;font-size:406px;font-family:"TimesNewRoman",serif;}.w65228071688s.font3{font-size:373px;font-family:Symbol,serif;}.w65228071688s.font4{font-weight:bold;font-size:76px;font-family:System,sans-serif;}2(ln)lnxyy-

答案:不一定可微也不一定连续

答案:

答案:

答案:对

答案:旋转抛物面

答案:

答案:对

答案:

答案:垂直

答案:对

答案:对

答案:错

答案:

答案:若函数.w65307155987s.brush0{fill:rgb(255,255,255);}.w65307155987s.pen0{stroke:rgb(0,0,0);stroke-width:1;stroke-linejoin:round;}.w65307155987s.font0{font-size:406px;font-family:"TimesNewRoman",serif;}.w65307155987s.font1{font-style:italic;font-size:260px;font-family:"TimesNewRoman",serif;}.w65307155987s.font2{font-style:italic;font-size:406px;font-family:"TimesNewRoman",serif;}.w65307155987s.font3{font-size:373px;font-family:Symbol,serif;}.w65307155987s.font4{font-weight:bold;font-size:76px;font-family:System,sans-serif;}e,exxyyx==是二阶微分方程的两个线性无关解，则该方程为.w65307155980s.brush0{fill:rgb(255,255,255);}.w65307155980s.pen0{stroke:rgb(0,0,0);stroke-width:1;stroke-linejoin:round;}.w65307155980s.font0{font-size:406px;font-family:"TimesNewRoman",serif;}.w65307155980s.font1{font-style:italic;font-size:406px;font-family:"TimesNewRoman",serif;}.w65307155980s.font2{font-size:373px;font-family:Symbol,serif;}.w65307155980s.font3{