Graphing Rational Functions Pptx An example rational function f (x)=x 2 (x 2) is used to demonstrate how to find these values and graph the function. the domain is all real numbers except 2, the x intercept is 2, and the y intercept is 1. General steps to graph a rational function. 1) factor the numerator and the denominator. 2) state the domain and the location of any holes in the graph. 3) simplify the function by factoring if possible. 4) find the y intercept (x = 0) and the x intercept(s) (y = 0) 5) identify any existing asymptotes (vertical, horizontal, or oblique slant).
Graphing Rational Functions Pptx Graph of rational functions.pptx free download as powerpoint presentation (.ppt .pptx), pdf file (.pdf), text file (.txt) or view presentation slides online. This document discusses how to graph rational functions. it explains that rational functions have vertical and horizontal asymptotes. vertical asymptotes occur when the denominator is set equal to zero. horizontal asymptotes depend on the degrees of the numerator and denominator. ½ 7.2 graphing rational functions after this lesson… • i can graph rational functions. • i can describe transformations of rational functions. • i can explain how to find the asymptotes of a rational function from an equation. • i can write rational functions in different forms. The next two questions shed some light on a function’s graph: what happens to f(x) as x as gets closer and closer to where the denominator is zero? what happens to f(x) as x goes way right (positive infinity) or way left (negative infinity)? the answer to the first question deals with asymptotes.
Graphing Rational Functions Pptx ½ 7.2 graphing rational functions after this lesson… • i can graph rational functions. • i can describe transformations of rational functions. • i can explain how to find the asymptotes of a rational function from an equation. • i can write rational functions in different forms. The next two questions shed some light on a function’s graph: what happens to f(x) as x as gets closer and closer to where the denominator is zero? what happens to f(x) as x goes way right (positive infinity) or way left (negative infinity)? the answer to the first question deals with asymptotes. It covers key concepts like vertical and horizontal asymptotes, domain and range, and includes various activities and analysis tasks for students. conclusively, it aims to equip learners with problem solving skills related to rational, exponential, and logarithmic functions. download as a pptx, pdf or view online for free. Section 5.3 – the graph of a rational function general steps to graph a rational function 1) factor the numerator and the denominator 2) state the domain and the location of any holes in the graph 3) simplify the function to lowest terms. Graphing rational functions – powerpoint lesson on vertical & horizontal asymptotes with practice problems. engage your students with this interactive powerpoint lesson on graphing rational functions!. Lesson 8 graphing rational functions.pptx free download as powerpoint presentation (.ppt .pptx), pdf file (.pdf), text file (.txt) or view presentation slides online.