1.set denominator equal to zero to find the equation of the vertical asymptote(s)2.a)set numerator equal to zero to get the x-intercept. b)set x=0to find the y-intercept.3.if there are common factors involving variables in the numerator and denominator,then there eill be points of discontinuity.to find them,find the zeros of the common factors.4.if the numerator and denominator are of the same degree,there will be a horzontal asymptote.to get the equation fo that asymptote,divide the numerator and denominator bu the largest power of x and then check the value of the resulting function as x approaches infinity.5.if the denominator is of higher degree,then the x axis is the horizontal asymptote.6.if the denominator is one degree lower than the numerator,then there will be a slant asymptote .you can find ts equation bu doing the long division,and then considering the equation that results as x approaches infinity

熱心網友

1.假設分母為0, 找到垂直漸進線的方程2.a)假設分子為0, 找到其與橫軸的交點b)假設x=0 找到其與縱軸的交點3.如果分子和分母中有共同的變量并可約分, 那么將有斷點. 假設共變量為0, 即可找到斷點. 4.如果分子和分母變量的次數相同, 會存在水平漸進線. 為找到其方程式, 用最大次數的X變量去除分子和分母, 并假設X趨于無窮時所得函數的值.5.如果分母的次數高, 那么橫軸即為水平漸進線. 6.如果分母的次數比分子低一級, 即存在傾斜漸進線. 通過運算長除法,并假設X趨于無窮時得到漸進線的方程式.

熱心網友

1. 固定的分母相同對準零位找垂直的漸近線的相等 (s)2. 一)固定的分子等于對準零位拿 x-截取。b)固定的 x=0 找 y-截取。3. 如果有包括分子和分母的變數通常的因素, 然后那里 eill 是 discontinuity.to 的點找他們,找通常的因素零。4. 如果分子和分母是相同的程度, 將會有 horzontal asymptote.to 當 x 接近無限大，拿那一個漸近線給相等 fo, 分開 x 的分子和分母 bu 最大力量然后檢查產生的功能價值。5. 如果分母是較高的程度,然后 x 軸是水平的漸近線。6. 如果分母比分子低一度, 然后將會有一個傾斜的漸近線。你能找 ts 相等 bu 做長的區分,然后考慮產生如 x 的相等接近無限大

熱心網友

1。set denominator equal to zero to find the equation of the vertical asymptote(s)2。a)set numerator equal to zero to get the x-intercept。b)set x=0to find the y-intercept。3。if there are common factors involving variables in the numerator and denominator,then there eill be points of discontinuity。to find them,find the zeros of the common factors。4。if the numerator and denominator are of the same degree,there will be a horzontal asymptote。to get the equation fo that asymptote,divide the numerator and denominator bu the largest power of x and then check the value of the resulting function as x approaches infinity。5。if the denominator is of higher degree,then the x axis is the horizontal asymptote。6。if the denominator is one degree lower than the numerator,then there will be a slant asymptote 。you can find ts equation bu doing the long division,and then considering the equation that results as x approaches infinity。