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For what values of $ c $ is the function$$ f(X0 = cx + \frac{1}{x^2 + 3} $$increasing on $ (-\infty, \infty) $?
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Calculus 1 / AB
Calculus 2 / BC
Chapter 4
Applications of Differentiation
Section 3
How Derivatives Affect the Shape of a Graph
Derivatives
Differentiation
Volume
Missouri State University
Baylor University
Idaho State University
Boston College
Lectures
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A review is a form of evaluation, analysis, and judgment of a body of work, such as a book, movie, album, play, software application, video game, or scientific research. Reviews may be used to assess the value of a resource, or to provide a summary of the content of the resource, or to judge the importance of the resource.
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Okay, So rest. For what? About gypsies that function after effects. Because here, because one of the exquisite street is increasing from negative infinity infinity. So first, we're gonna take the first derivative. So when you think the derivative we get so you might have to act over X square plus three squared and we have to set this equal to greater than zero, and then you can bring the sea over. So when you do that you get to see is greater than two acts over expert Plus three, and that's squared. And so where does this occur? Or yes, Leo, it's just if you grafted. And so you're looking for where there is some sort of wars on attention, she and when you go out the function, the words on attention that's that one comma zero point one two five. So that means the value of sea has to be greater than your point one two five for this to be true, and that's it.
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