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Name: PRE Calculus 12 Date: Chapter 9 Rational Functions 9.1 Rational Functions Using Transformations Rational Function: A function that can be written in the form f × x× p× x), where q× x× p×x)
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To fill out 91 rational functions using, follow the steps below:

01
Start by understanding what a rational function is. A rational function is a function that can be expressed as the quotient of two polynomial functions.
02
Identify the numerator and denominator of the rational function. The numerator is the polynomial function on the top, and the denominator is the polynomial function on the bottom.
03
Write down the expression for the rational function using the appropriate notation. For example, if the numerator is represented by the polynomial function P(x) and the denominator is represented by the polynomial function Q(x), the rational function can be written as P(x)/Q(x).
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Repeat this process for each of the 91 rational functions you need to fill out. Make sure to write down the correct expressions for both the numerator and denominator for each function.

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91 rational functions using is software that helps in solving rational functions algebraically.
Students, teachers, and professionals who deal with rational functions may use 91 rational functions using.
To fill out 91 rational functions using, input the rational function equation and follow the software's instructions to solve it algebraically.
The purpose of 91 rational functions using is to simplify and solve complex rational function equations efficiently.
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