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Module 9 Graphing Rationals WS 2 Prep Algebra II 1. F × × 4 × 6 2. Name: Block: Date f Y × 1 2 × 3x 2 5. F × Y X Hole: VA: HA: SA: mint: mint: 2x × 3 6. F × Y X Hole: VA: HA: SA: mint: mint:
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How to fill out module 9 graphing rationals

How to fill out module 9 graphing rationals:
01
Start by understanding the basics of rational functions, including identifying the numerator and denominator, and determining the domain.
02
Next, familiarize yourself with the steps involved in graphing rational functions, such as finding the x-intercepts, y-intercepts, vertical asymptotes, and holes.
03
Use algebraic techniques to simplify the rational function by factoring and canceling common factors, if possible.
04
Plot the x-intercepts, y-intercepts, vertical asymptotes, and holes on a coordinate plane to create a rough sketch of the rational function.
05
Identify the behavior of the function towards positive and negative infinity by analyzing the leading terms of the numerator and denominator.
06
Determine the end behavior of the function by observing the behavior of the graph as x approaches positive and negative infinity.
07
Use additional points from the graph to refine and enhance the sketch, ensuring accuracy and completeness.
Who needs module 9 graphing rationals:
01
Students studying algebra or pre-calculus may need to learn how to graph rational functions as part of their coursework.
02
Mathematics teachers who are preparing lesson plans or teaching rational functions to their students may find module 9 graphing rationals helpful for instructional purposes.
03
Individuals looking to enhance their mathematical skills or expand their knowledge in algebraic graphing may benefit from learning how to graph rational functions using module 9 as a guide.
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