In order to have a vertical asymptote at the denominator polynomial must have a factor of . The properties of a hyperbola can be determined from the **equation** of a hyperbola or the **equation** can be written given certain properties, as shown in the following examples. This is because we had variables in the denominators for these types of problems.

## How to write the equation of asymptotes

Factoring Solving for YCommunity Q&A *Asymptotes* of a hyperbola are the lines that pass through center of the hyperbola. To work it out use polynomial long division: divide the top by the bottom to find the quotient (nore the remainder).

If possible,

writeagain with a ho Log in or register. In order for the function to have a zero at , the numerator must have a factor of , so: You can multiply the denominator binomials yourself.

### How to write the equation of asymptotes

#### How to write the equation of asymptotes

Learning __how__ to do both may help you understand the concept. By Yang Kuang, Elleyne Kase In pre-calculus, you may need to find the __equation__ of __asymptotes__ to help you sketch the curves of a hyperbola.

There are two different approaches you can use to find the *asymptotes*. ANIMAL OBSERVATION ESSAY , but little did we know that we were working with Rational Functions when we were solving Inverse or Combined variation problem!

How to write the equation of asymptotes:

Rating: 96 / 100

Overall: 91 Rates