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This document outlines a summative assessment task for evaluating students\' understanding of rational functions. It includes directions for completing the assignment, details on competency questions, and requirements for submitting the work. The students will analyze features of rational functions from both graphs and equations, such as identifying asymptotes, intercepts, and end behavior.
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How to fill out rational functions summative task

01
Read the instructions for the summative task carefully.
02
Define the rational function you will be working with.
03
Identify the domain of the function and any restrictions.
04
Determine the vertical and horizontal asymptotes of the function.
05
Identify any intercepts (x-intercepts and y-intercepts) of the function.
06
Create a table of values to plot points for the function.
07
Sketch the graph of the rational function based on the points and asymptotes.
08
Write a summary of the characteristics of the function, including its behavior as x approaches infinity and any discontinuities.
09
Review your work and ensure all parts of the task are complete.

Who needs rational functions summative task?

01
Students studying algebra or calculus who are learning about rational functions.
02
Teachers looking to assess student understanding of rational functions.
03
Tutors and educators preparing instructional materials on rational expressions.
04
Anyone preparing for standardized tests that cover rational functions.
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The rational functions summative task is an assessment or evaluation designed to measure understanding and application of rational functions in mathematics.
Students enrolled in mathematics courses that cover rational functions are typically required to complete the rational functions summative task.
To fill out the rational functions summative task, students should carefully follow the instructions provided, solve the problems presented, and ensure that all answers are clearly marked and adequately justified.
The purpose of the rational functions summative task is to evaluate students' understanding of rational functions, their properties, and their applications in solving mathematical problems.
Students must report their calculations, answers to problems, explanations for their reasoning, and any relevant graphs or diagrams related to rational functions.
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