Q2) A) Find the asymptotes of the function x3+1 y =

Q: Use limits to determine the equations for all horizontal asymptotes.

A: Use the limit  y=x2+99x2+1  =x2(1+9x2)x2(9+1x2)  =1+9x29+1x2

Q: Find all possible oblique asymptotes

A:

Q: 2. Use limits to determine all Horizontal and Vertical Asymptotes. 4x+7 f(x) = %3D 10-5x

A: I have used the formula for asymptotes

Q: Use limits to determine the equations for all horizontal asymptote.  y = sqrt(x2+4)/( x)

A:

Q: Find all asymptotes of the function x² – x + 1 y = х — 1

A: Here we have to find the asymptote of the function y=x2-x+1x-1.

Q: Find all possible oblique asymptotes

A:

Q: What is asymptots and how we will solve asymptots?

A: Asymptotes are the lines that curves approaches, as it tends towards infinity. There are different…

Q: What is a horizontal asymptote?

A: Definition of horizontal asymptote:

Q: Find the domain and asymptote. In interval notation. y=1/x2

A: The given function is,

Q: Define the term Horizontal Asymptotes?

A: An asymptote is a straight line that constantly approaches a given curve but does not meet at any…

Q: Graph the exponetialfunction and label the asymptote: f(x) = 2x+1

A: To sketch the graph of the given function, and figure out its asymptote(s)

Q: What is an asymptote?

A: An asymptote is any line that approaches the given curve but not intersect at any finite distance.

Q: find the horizontal asymptote fon)

A:

Q: Find the domain and asymptote. In interval notation. y=1/x

A: From the given statement, the function is y = 1/x.

Q: find domain and asymptotes of  fx= x^2+x-2 over x^2-2

A:

Q: What is the horizontal asymptote of the function n(X) x +1

A:

Q: Find all possible oblique asymptotes

A: Explanation: Given: y=x2+1

Q: What is Oblique Asymptotes?

A: Oblique Asymptotes also known as the Slant Asymptotes. It is represented along a line y=mx+b, where…

Q: Find two of the vertical asymptotes of y = tan( 2x - -).

A: We have to find the two vertical asymptotes of y=tan2x-π3.

Q: Explain the concept of an asymptote.

A: To explain: The concept of an asymptote.

Q: Which of the following functions has a horizontal asymptote at y = -? 1-2x3

A:

Q: Use limits to determine the equations for all horizontal asymptote.  y = (1 - x2)/( x2 + 1)

A: To find the horizontal asymptote using limit we find the limit of y when x approaches infinity.…

Q: LI J LJ 12. Using the graph of the function below, write the equation(s) of the vertical asymptotes.…

A:

Q: Find the domain and asymptote. In interval notation. y=5/x-7

A: Given: -

Q: And show the asymptotes too.

A: Answer

Q: f(x) = (In x²)

A: We need to find the Asymptotes of the given function

Q: Find the horizontal and vertical asymptotes of the curve. 8 + x4 у x²x4

A:

Q: Which equation represents the vertical asymptote of the graph? 9. 1S 14191211-10-9-8-7-6-5-4-3-2-1…

A:

Q: Are there vertical and horizontal asymptotes? If so, what are the values?

A:

Q: Find the equation of the slant asymptote of y= x2/(x-1)

A: y=x2x-1 In the given equation, the degree of numerator is 2  and the degree of denominator is 1 The…

Q: nd all vertical and Horizontal asymptotes off Justify using limit stertennts. 6+3+4 ソー

A: We have to find aymptote

Q: Define the Oblique Asymptotes?

A: To define oblique asymptotes.

Q: Define asymptotes?

A: To define: Asymptotes of the curve. Explanation: The asymptotes of the curve is a tangent to the…

Q: Determine the horizontal asymptote of the curve y=2x4/(x4-3x4-1)

A: To determine the horizontal asymptote of the curve, y=2x4x4-3x4-1.

Q: What are the asymptotes?

A:

Q: Use limits to determine the equations for all vertical asymptote. y=(x2-x-2)/(x2-2x+1)

A:

Q: 3.) +he norizontal, verticie, oblique asymptotes, if Find any for flx) = 3.(x+2)(x-1) (x - 3 )(x+5)

A: Given:           f(x)=3(x+2)(x−1)(x−3)(x+5)

Q: What are the end-behavior asymptotes for the function f (x) = ? 2z+1

A:

Q: Give the equations of all vertical asymptotes.

A: Given:

Q: Find the vertical asymptotes (if any) of the f(x) = 5 tan(Tx) %3D

A: Applying vertical asymptote formula we have

Q: What does it mean to say that y = b is a horizontal asymptote of y = f(x) ?

A: y = b is a horizontal asymptote of y = f(x).

Q: Which of the following has a horizontal asymptote of y = 0?

A: In all given option

Q: What are the Vertical Asymptotes?

A: Vertical Asymptotes are the vertical lines that represents the zeros of the denominator of a…

Q: horizontial

A: To find horizontal asymptotes:   If the degree (the largest exponent) of the denominator is bigger…

Q: 3. Identify all the asymptotes for the function.

A: Given function, y=x2+2x2-2 For vertical asymptote: The line x=L is a vertical asymptote of the given…

Q: Sketch the graph of 3x²= 2 + y², showing asymptotes and foci.

A:

Q: that has vertical asymptotes x =-2,x=5 and a horizc

A: The line x=L is a vertical asymptote of the function f(x)=y , if the limit of the function…

Q: (b) Sketch the graph of f(x), label local maximum and minimum points and asymptotes, if any?

A: