英语翻译1、find the domain and discuss the behaviour at the extre
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英语翻译
1、find the domain and discuss the behaviour at the extremes
2、discuss asymptots; compute the slope and the constant term,when possible
3、compute the first derivative and find critical points
4、compute the second derivative; discuss concavity and inflection points
5、find and/or describe other possible points of interest:x and y intercepts,local minima and maxima not correspongding to a critical point,points where the function is not continuous and/or not derivable
6、sketch the graph of the function
1、find the domain and discuss the behaviour at the extremes
2、discuss asymptots; compute the slope and the constant term,when possible
3、compute the first derivative and find critical points
4、compute the second derivative; discuss concavity and inflection points
5、find and/or describe other possible points of interest:x and y intercepts,local minima and maxima not correspongding to a critical point,points where the function is not continuous and/or not derivable
6、sketch the graph of the function
1 找出值域,并找到极点
2 找渐近线,如果可能的话求其斜率及斜率不变的条件
3 求方程的初次导数和critical points 这个我不知道怎么翻译,但是求法是:求导让导数等于0,然后求出X,再带进方程,求Y,所以X Y就是critical points了
4 求方程的二次导数,并判断其函数图像的开口方向(向上或下)及拐点(极值点)
5 找到或者画出该方程的:与X Y轴的交点;区域范围内的最大,最小值;方程不连续的点(图像上就是断点,jump;式子就是接近一个点的时候,求导有多于一个的斜率)
6 画图
希望对你有帮助 据图题目有需要也可以贴上来
2 找渐近线,如果可能的话求其斜率及斜率不变的条件
3 求方程的初次导数和critical points 这个我不知道怎么翻译,但是求法是:求导让导数等于0,然后求出X,再带进方程,求Y,所以X Y就是critical points了
4 求方程的二次导数,并判断其函数图像的开口方向(向上或下)及拐点(极值点)
5 找到或者画出该方程的:与X Y轴的交点;区域范围内的最大,最小值;方程不连续的点(图像上就是断点,jump;式子就是接近一个点的时候,求导有多于一个的斜率)
6 画图
希望对你有帮助 据图题目有需要也可以贴上来
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