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微积分预备知识反三角函数,如何快速绘制函数图像并得到主要性质?
反三角函数是微积分中重要的, 基本的研究, 计算对象. 它包含了4种函数, 分别是 反正弦函数 arcsin x, 反余弦函数 arccos x, 反正切函数 arctan x, 反余切函数 arccot x. 在这个视频中, 我们通过绘制它们的图像能够很好地帮助我们记住它的主要性质, 如定义域, 值域, 单调区间, 奇偶性等.
高等数学(上)习题集3/264
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App10:19![[高等数学习题]如何求初等函数的定义域? 我们需要注意什么?](http://p26-sign.bdxiguaimg.com/tos-cn-i-0004/82ad0219e4554423806f39e4006a2145~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=ygENS8rGoYjRg7rnvr2JWDTVRcw%3D)
App23:55![[高等数学习题]如何判定两个函数相等? 从三要素入手研究这类问题](http://p26-sign.bdxiguaimg.com/tos-cn-i-0004/8449e0b64d2a42fba250b64a14430646~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=EI5DlNrItn5skRwhKZN%2FyQ3QFsw%3D)
App09:00![[高等数学习题] 如何快速判断函数的奇偶性?如何使用奇偶性的结论](http://p3-sign.bdxiguaimg.com/tos-cn-i-0004/1a7fbcfc01fb4f6790d01dd30f33794a~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=QfMfsBOQLxcrig60F1iv8cIgxgE%3D)
App08:43![[高等数学习题]如何求0除0型极限问题?消去零因子|因式分解立方差](http://p26-sign.bdxiguaimg.com/tos-cn-i-0004/ab131734563e43f095fceed12c673612~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=qU1efjbmrv19dNcHTbrRddI09Zk%3D)
App10:28![[高等数学习题]如何求有理函数的无穷大除无穷大型极限问题?](http://p26-sign.bdxiguaimg.com/tos-cn-i-0004/76e9f6079f5948848d2d8f6ccc1b13cb~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=JTH6%2BL2xKQJ0gYB2hHrqSOlmJXI%3D)
App09:44![[高等数学习题]如何求三角函数相关的0/0型极限问题? 重要极限](http://p3-sign.bdxiguaimg.com/tos-cn-i-0004/49276d76290542cabdd79ea0b817eae8~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=7XtBDKp2FMfG65Ag%2F9gYlZRSupU%3D)
App10:06![[高等数学习题]如何求幂指函数的极限问题?重要极限|自然常数e](http://p26-sign.bdxiguaimg.com/tos-cn-i-0004/d057d7cfa45946f98de34338399ea5bb~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=%2Fz%2B2%2F2gbF47haxFKPOHcQEi%2F5xI%3D)
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App04:08![[高等数学习题]幂指函数的极限怎么求? 极限类型的判定|重要极限](http://p3-sign.bdxiguaimg.com/tos-cn-i-0004/93e41b8a934e41899b5676846826c60c~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=U8cESpleUgm5T23QmsdUEHEV0%2F4%3D)
App05:50![[高等数学习题] 幂指函数 | 1^{\infty} 型极限怎么求?](http://p3-sign.bdxiguaimg.com/tos-cn-i-0004/1ba3fd06962b4ad3a1ce05f6fa5b5615~tplv-pk90l89vgd-crop-center:576:324.jpeg?appId=3586&biz_tag=list_custom%2Fnone&channelId=0&customType=custom%2Fnone&from=704_middle_image&imageType=list&isImmersiveScene=0&is_ios=1&is_stream=0&lk3s=9d3f5bff&logId=2025031318301398994E55DE2C5E25EE18&requestFrom=704&version_code=80402&x-expires=1773397813&x-signature=px%2BNpyWFMfNxFXZOBj4m8gIQf9A%3D)
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