**Finding equation of hyperbola with only foci and asymptote**

The bottom line (see the other answers) is that you cannot find a unique solution to your question by supplying merely the asymptotes. You need one more piece of information: You need to indicate what is the nearest approach of your line to the cross-over point of the two asymptotes.... Given the Rational Function, f(x)= x/(x-2), to find the Horizontal Asymptote, we Divide both the Numerator ( x ), and the Denominator (x-2), by the highest degreed term in the Rational Function, which in this case, is the Term 'x'.

**How do you find the vertices asymptote foci and graph y**

7/12/2011Â Â· Today in math class I was asked to solve the horizontal asymptote of a differential equation, and this had me stumped. Later on, the teacher gave me the following two examples: dy/dx=x-2 and dy/dx=y-2 The solution to the first equation...... Given the Rational Function, f(x)= x/(x-2), to find the Horizontal Asymptote, we Divide both the Numerator ( x ), and the Denominator (x-2), by the highest degreed term in the Rational Function, which in this case, is the Term 'x'.

**Ex Find a Rational Function Given the Vertical Asymptotes**

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. In these examples and in the practice problems immediately following, all of the hyperbolas considered have their centers at the origin.... So how do we graph a hyperbola given by Equation (9.2.5)? The first step is to draw with dashed lines the rectangle bounded by the vertical lines x = Â±a and horizontal lines y = Â±b. The next step is to draw, again with dashed lines, the two lines passing through each of the opposite pairs of vertices of this rectangle. These are the asymptotes of the hyperbola. The third step is to label the

**geometry Find the equation of a hyperbola given a point**

13/02/2017Â Â· If you begin at the value x=3 and count down to select some solutions for this equation, you will get solutions of (3, 1/3), (2, 1/2), and (1,1). If you continue counting down, the next value for x would be 0, but this would create the fraction y=1/0. Because division by 0 is undefined, this cannot be a solution to the function. Therefore, the value of x=0 is a vertical asymptote â€¦... 7/12/2011Â Â· Today in math class I was asked to solve the horizontal asymptote of a differential equation, and this had me stumped. Later on, the teacher gave me the following two examples: dy/dx=x-2 and dy/dx=y-2 The solution to the first equation...

## How To Find The Equation Given Two Asymptotes

### Find the equation of the hyperbola given the foci and

- geometry Find the equation of a hyperbola given a point
- Conic Sections Hyperbola Find Equation Given Vertices
- geometry Find the equation of a hyperbola given a point
- Ex Find a Rational Function Given the Vertical Asymptotes

## How To Find The Equation Given Two Asymptotes

### The bottom line (see the other answers) is that you cannot find a unique solution to your question by supplying merely the asymptotes. You need one more piece of information: You need to indicate what is the nearest approach of your line to the cross-over point of the two asymptotes.

- 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. In these examples and in the practice problems immediately following, all of the hyperbolas considered have their centers at the origin.
- 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. In these examples and in the practice problems immediately following, all of the hyperbolas considered have their centers at the origin.
- 13/02/2017Â Â· If you begin at the value x=3 and count down to select some solutions for this equation, you will get solutions of (3, 1/3), (2, 1/2), and (1,1). If you continue counting down, the next value for x would be 0, but this would create the fraction y=1/0. Because division by 0 is undefined, this cannot be a solution to the function. Therefore, the value of x=0 is a vertical asymptote â€¦
- Asymptotes have a variety of applications: they are used in big O notation, they are simple approximations to complex equations, and they are useful for graphing rational equations. In this wiki, we will see how to determine the asymptotes of any given curve.

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