Please solve exact and accurate please it's important thanks!! I'll rate it up for accurate work. Thanks(it's not graded at all). In #7, don't forget to consider the endpoints of the closed interval as possible mins/maxes.Question-7.A function f is continuous on the interval (-3, 3] and its first and second derivativeshave the values given in the following table:(0,1)(1,3)(-3,-1)r-) Positive" Negative Negative Negative-1(-1,0)0NegativeNegative Negative 0NegativePositive0 Negativea. What are the a-coordinates of all of the relative maxima and minima of f on -3,3]?Justify your answer.b. What are the z-coordinates of all points of inflections of f on the ihterval (-3,3]?Justify your answer.

we have to use following relation between f , f' and f" * when f'(x) >0 => function increasing…

A function f is continuous on the interval (-3,3] and its first and second derivatives have the values given in the following table: (1,3) (0,1) 0 Negative Negative Negative0 Negative Positive0 Negative (-1,0) (-3,-1) S'(=) Positive, S"(=) Negative Negative Negative -1 a. What are the a-coordinates of all of the relative maxima and minima of f on -3,3]? Justify your answer. b. What are the -coordinates of all points of inflections of f on the ihterval (-3,3]? Justify your answer.

A function f is continuous on the interval (-3,3] and its first and second derivatives have the values given in the following table: (1,3) (0,1) 0 Negative Negative Negative0 Negative Positive0 Negative (-1,0) (-3,-1) S'(=) Positive, S"(=) Negative Negative Negative -1 a. What are the a-coordinates of all of the relative maxima and minima of f on -3,3]? Justify your answer. b. What are the -coordinates of all points of inflections of f on the ihterval (-3,3]? Justify your answer.

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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