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Graph the following polynomial function. Find all the stationary points. Use the second derivative to determine if the stationary points are relative minimums or maximums. Find any points of inflection and determine the interval for which the graph is concaved up or down. . State the domain and range for this function. 1. f(x) =x*. 3 - 2 2 x² | 3 FIRST DERIVATIVE SECOND DERIVATIVE CRITICAL NUMBERS RELATIVE MIN OR MAX POINTS OF INFLECTION ANSWERS CAN BE WRITTEN AS DECIMALS CONCAVED UP Answers can be written as decimals CONCAVED DOWN Answers can be written as decimals Domain Range

Graph the following polynomial function. Find all the stationary points. Use the second derivative to determine if the stationary points are relative minimums or maximums. Find any points of inflection and determine the interval for which the graph is concaved up or down. . State the domain and range for this function. 1. f(x) =x*. 3 - 2 2 x² | 3 FIRST DERIVATIVE SECOND DERIVATIVE CRITICAL NUMBERS RELATIVE MIN OR MAX POINTS OF INFLECTION ANSWERS CAN BE WRITTEN AS DECIMALS CONCAVED UP Answers can be written as decimals CONCAVED DOWN Answers can be written as decimals Domain Range

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Graph the following polynomial function. Find all the stationary points. Use the second derivative to determine if the stationary points are relative minimums or maximums. Find any points of inflection and determine the interval for which the graph is concaved up or down. . State the domain and range for this function. 1. f(x) =x* 3 x². - 2 | 3 2 FIRST DERIVATIVE SECOND DERIVATIVE CRITICAL NUMBERS RELATIVE MIN OR MAX POINTS OF INFLECTION ANSWERS CAN BE WRITTEN AS DECIMALS CONCAVED UP Answers can be written as decimals CONCAVED DOWN Answers can be written as decimals Domain Range
Transcribed Image Text:Graph the following polynomial function. Find all the stationary points. Use the second derivative to determine if the stationary points are relative minimums or maximums. Find any points of inflection and determine the interval for which the graph is concaved up or down. . State the domain and range for this function. 1. f(x) =x* 3 x². - 2 | 3 2 FIRST DERIVATIVE SECOND DERIVATIVE CRITICAL NUMBERS RELATIVE MIN OR MAX POINTS OF INFLECTION ANSWERS CAN BE WRITTEN AS DECIMALS CONCAVED UP Answers can be written as decimals CONCAVED DOWN Answers can be written as decimals Domain Range
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