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走进大学数学(山东联盟)智慧树知到期末考试答案+章节答案2024年山东农业工程学院

答案:错

答案:错

答案:可去间断点下列导数错误的是(

答案:连续函数一定存在原函数。

答案:对

答案:错

答案:1

答案:

答案:data:image/png;base64,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

答案:对

答案:错

答案:错

答案:对

答案:错

答案:对奇函数在对称区间上积分为零。

答案:对

答案:对data:image/png;base64,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

答案:对

答案:

答案:

答案:

答案:等价无穷小

答案:充分必要

答案:对

答案:对最值点有可能在极值点处取得。

答案:对

答案:错

答案:错

答案:对

答案:错在一元函数中,可微和可导是等价的。

答案:对拐点一定是极值点。

答案:错

答案:对

答案:错

答案:错

答案:错

答案:对

答案:错0是无穷小

答案:对

答案:对

答案:

答案:data:image/png;base64,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

答案:data:image/png;base64,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:image/png;base64,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