Let f(x)=13x3x23x+10 defined on the interval [4,4]. Let x1 and x2 be the critical points of f,

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Let f(x)=13x3−x2−3x+10 defined on the interval [−4,4].

Let x1 and x2 be the critical points of f, and let's impose that x1critical points of f are those x∈R such that f′(x)=0.)

x1=

x2=

Fill in the next two boxes with the values of f′′(x1) and f′′(x2), respectively:

f′′(x1)=

f′′(x2)=

Related Book For answer-question

Computer Architecture A Quantitative Approach

ISBN: 978-8178672663

5th edition

Authors: John L. Hennessy, David A. Patterson

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Posted Date: Oct 02, 2020 09:47 AM

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Let f(x)=13x3x23x+10 defined on the interval [4,4]. Let x1 and x2 be the critical points of f,

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Computer Architecture A Quantitative Approach

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