The diagram below shows the curve with equation y=f(x) which has vertical asymptotes x=a and x=-a Where a>0, horizontal asymptote y=0 and a stationary point at (0,-1).Sketch on separate diagrams, the graphs of (a)(b)y=f'(x)indicating clearly the asymptote and the axial intercept...
( x=0) Consider the rational function( R(x)=(ax^n)/(bx^m)) where ( n) is the degree of the numerator and ( m) is the degree of the denominator. 1. If ( n< m), then the x-axis, ( y=0), is the horizontalasymptote. ...
1. Ifn<mn<m, then thex-axis,y=0y=0, is thehorizontalasymptote. 2. Ifn=mn=m, then thehorizontalasymptoteis theliney=aby=ab. 3. Ifn>mn>m, then there is nohorizontalasymptote(there is an obliqueasymptote). Findnnandmm. n=2n=2 ...
1、水平渐近线，horizontal asymptote，只要令 x 趋向于无穷大即可得到；2、竖直渐近线，vertical asymptote，只要寻找分母为0的 x 即可；或 lnx 为无穷大；3、倾斜渐近线，oblique asymptote，只要计算y/x的极限即可。本题的渐近线有两条，一是 x = 0，另一个是 x = 1。请参看下图：
1. Wennn<mn<m, dann ist die x-Achse,y=0y=0, die horizontale Asymptote. 2. Wennn=mn=m, dann ist die horizontale Asymptote die Geradey=aby=ab. 3. Wennn>mn>m, dann gibt es keine horizontale Asymptote (es gibt eine schiefe Asymptote). ...
Find the Asymptotes y=(2e^x)/(e^x-2) ( y=(2e^x)/(e^x-2)) 相关知识点: 试题来源: 解析 Exponential functions have a horizontalasymptote. The equation of the horizontalasymptote is ( y=0). HorizontalAsymptote: ( y=0)反馈 收藏 ...
If the denominator has a larger degree, then the horizontal asymptote is y=0. If the degrees are the same, then we must find the leading coefficients of the numerator and denominator. The horizontal asymptote will be y...
If y=a is a horizontal asymptote of the function y=f(x), which of the following statements must be true? ( ) A. limlimits _(x→ ∞ )f(x)=a B. limlimits _(x→ a)f(x)=∞ C. f(a)=0 D. None of the above 相关知识点: ...
Given the equation xy+3x^2-y-7=0, determine the horizontal asymptote. Find the equation of horizontal asymptote: f(x) = 6x^4 - x^3 + 2 / 4x^4 + 10x + 5. Find the equation of horizontal asymptote: f(x) = (x^4 + 2x^2 + 1) / (1 - x^5). ...
渐近线，有三种： . 第一种，水平渐近线 （horizontal asymptote）计算方法：令 x 分别趋向于正负无穷大，计算极限。 . 第二种，竖直渐近线 （vertical asymptote）（刚愎自用、冥顽不化的教师，只接受铅直渐近线说法，不接受竖直渐近线的说法）计算方法：零 x 趋向于无穷型间断点。 . 第三种，斜渐近线 ...