Rational Functions and Their Graphs A function is a mapping from a set to another one (not necessarily distinct from the first one) where each of the elements in the first set is sent precisely to another element in the second one. Depending on their characteristics, functions can be classifi...
Problem solving- use acquired knowledge to solve rational functions practice problems Distinguishing differences- compare and contrast topics from the lesson, such as vertical asymptotes and horizontal asymptotes Additional Learning After you complete the quiz, go to the corresponding lesson Graphing & Analy...
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Section 12.1 Finding the Domains of Rational Functions and Simplifying Rational Expressions Meaning of a Rational Function Definition of a Rational Function Definition A rational function is a function whose equation can be put into the form where P(x) and Q(x) are polynomials and Q(x) is non...
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Solving Rational Inequalities Given an inequality involving a rational function, As necessary rewrite Solve p(x) = 0, q(x) = 0 Solutions are boundary numbers Use boundary numbers to separate number line into disjoint intervals On intervals is always > 0 or < 0 Use test values to solve origi...
Learn how to find the domain and range of a rational function. See graphs of rational functions and asymptotes. View examples of the algebra...
Rational functions have a polynomial in the nominator and denominator. Learn to define and write rational functions, putting together all of their...
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