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in Assignment 8 due Nov 13 X + V X C moodle31.upei.ca/mod/quiz/attempt.php?attempt=748408&cmid=577572 Moodle Moodle Support * E-Learning at UPEI * Accessdeck Course Archives English (en)

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in Assignment 8 due Nov 13 X + V X C moodle31.upei.ca/mod/quiz/attempt.php?attempt=748408&cmid=577572 Moodle Moodle Support * E-Learning at UPEI * Accessdeck Course Archives English (en) Hao Tran U Badges Competencies Question 3 For the polynomial f(x) = x7 + 23 - 1, we have f(0) = -1 and f(1) = 1, so the Not yet polynomial has a root in the interval (0, 1). If we use Newton's method to estimate the root, answered Grades starting with an estimate of To = 0.5, what is the value of the next estimate 1? Choose the Marked out of value closest to the correct answer. 1.00 Home Flag question O a. 1.029 O b. 0.863 Dashboard O c. 1.509 Calendar O d. 0.877 O e. 0.992 Private files My courses Question 4 What is the formula for the linearization of f(x) = cos x at a = 1/3? Not yet 2022F MATH-2610-02 answered O a. L(x) = V3/2 - (1/2)(x - 1/3) Marked out of O b. L(x) = V2(x - 1/3) 1.00 2022F MATH-1910T-01 O c. L(x) = (V/3/2)(2 - 7/3) Flag question O d. L(x) = 1/2 - (V/3/2)(x - 7/3) 2022F MATH-1910-02 O e. L(x) = 1 - V3(x - 1/3) 2022F EC-1010-03 Question 5 School of Mathematical What conclusion can be drawn from the second derivative test being applied to the function and Computational Not yet f(x) = sin' x at the point x = T? answered Science Majors Marked out of O a. The test does not apply because a = 7 is not a critical point of f(a). 1.00 6 .C Dang mua Search E ENG @ () 7:48 AM 11/14/2022 2in Assignment 8 due Nov 13 X + V X C moodle31.upei.ca/mod/quiz/attempt.php?attempt=748408&cmid=577572 Moodle Moodle Support * E-Learning at UPEI * Accessdeck Course Archives English (en) Hao Tran 1.00 U Badges O c. L(a) = (V/3/2)(x - 7/3) Flag question O d. L(x) = 1/2 - (V/3/2)(x - 7/3) Competencies O e. L(x) = 1 -V3(x - 1/3) Grades Question 5 What conclusion can be drawn from the second derivative test being applied to the function Home Not yet f(ze) = sin' x at the point x = T? answered Dashboard Marked out of O a. The test does not apply because a = 7 is not a critical point of f(a). 1.00 O b. f(a) has a relative minimum at x = 1. Flag question Calendar O c. f(x) has a point of inflection at & = T. O d. The test fails at ac = 1. Private files O e. f(a) has a relative maximum at x = T. My courses 2022F MATH-2610-02 Finish attempt .. 2022F MATH-1910T-01 - Assignment 7 due Nov 06 Jump to.. Assignment 9 due Nov 20 2022F MATH-1910-02 2022F EC-1010-03 TXT UNIVERSITY You are logged in as Hao Tran (Log out) of Prince Edward School of Mathematical UPEI Moodle | myUPEI ISLAND and Computational Science Majors 6 .C Search ENG 21 D 7:50 AM Dang mua 11/14/2022 2

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