Question: Math 181 CRN 34414 Name Assignment 4 Show all work! Due May 2, 2022 c) Continue using Newton's Method to find x, and x, .

 Math 181 CRN 34414 Name Assignment 4 Show all work! Due

Math 181 CRN 34414 Name Assignment 4 Show all work! Due May 2, 2022 c) Continue using Newton's Method to find x, and x, . Show what calculations you will use at cach 10 points step and as many decimal places as shown by your calculator for each result. (Do not do any You may discuss the homework and even work together, but please do your own calculations so that you rounding in your calculations; use your calculator's ability to use as many decimal places as it can in understand; do not just copy what someone else has done. each intermediate result by having the calculator enter the previous answer.) X3 = Approximationg a root of f(x)= x5 - 2x-3: 1. a) Find the function values: f(-1)= f (0) = f (1 ) = f (2 ) = b) From your values above, give an interval between consecutive integers that must contain a root of X4 = the function and explain why it must contain a root. 2. Use Newton's Method to approximate the root: d) According to Newton's Method, how many decimal places of your answer do you think are correct? a) Choose a beginning value: b) Use Newton's Method to find x2 . Write what calculations you will use, then give all the decimal places your calculator shows for the result. (Be careful to use parentheses as needed.) 3. a) Use the Calculate zero function of your calculator to get a value for the zero of the function and write the complete result below. b) How many decimal places of this value agree with your value for x

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