Question

Find the asymptotes of fx =4×2+4×+1×2+3×+2

Answer 1

Answer:

Asymptote can be of two types: Horizontal and Vertical.

To find Horizontal asymptote of a rational function we need to check if the polynomial of numerator and denominator have same degree.

Here,the polynomial in numerator and denominator have same degree.

Thus, Horizontal aymptote:

y= Co-efficient of highest degree term in numerator÷ Co-efficient of highest degree term in denominator

⇒y=2/1

⇒y=2

To find Vertical asymptote of a rational function we need to equate the denominator to zero.

x

2

+x−2=0⇒x

2

+2x−x−2=0⇒x(x+2)−1(x+2)=0⇒(x+2)(x−1)=0

Either x+2=0⇒x=−2 or x−1=0⇒x=1

Thus asymptotes of the given function are: y=2,x=−2,x=1

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Answer 2

Answer:

22

Step-by-step explanation:

Hope this will help you,

In this we need to follow Bindass and multiply all terms and then add them