Problem

Draw a graph of $ f $ and use it to make a rough …

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Problem 56 Hard Difficulty

(a) Use a graphing device to graph $ f(x) = 2x - 3 \sqrt{x} $.
(b) Starting with the graph in part (a), sketch a rough graph of the antiderivative $ F $ that satisfies $ F(0) = 1 $.
(c) Use the rules of this section to find an expression for $ F(x) $.
(d) Graph $ F $ using the expression in part (c). Compare with your sketch in part (b).

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Chapter 4

Applications of Differentiation

Section 9

Antiderivatives

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Video Transcript

but to play usar graphing. The wise to graph of wax is in order to axe Manus rate hams. Square it of backs kind of Graf Here, this is a graph of blacks so you can see first it is decreasing Conectiv decreasing, negative, increasing on past if increasing, be starting with the graph in part. Pain sketch. A rough graph of the anti derivative that satisfies kept alive. Zero. Yes, he got one or b go for walks From the graph, we can say this. It was a negative, increasing negative. Inker is impassive, so we can job Graff off and derivative come toe after eyes follows. First half serious people won. No So, like plasticine broth canto. Thanks the first quizzing and there's a slow port of hand in line. It's getting smaller and smaller. Then take your eczema. But is a slope was a landline, not a lodger, Then increasing, I had to settle for its ten inline skating are drawing the lodger. I see. Use the rules of this section to find an expression off after box. We have capital. F. Lex is going to exploiter Linus three times to over three sacks to the problem. really well to that. This is the sea. This is equal to explain one or two times x the power off to Passy. Things have to. After all, it's a good one. So we're half see his equal. Who? Why, then we have Aunt. Interrogative is equal to capture back. If you go to X squared minus two times X to the power house. Really well too or part the graph capital half using two expression part of C Compare with your station part B. True, we can craft this five broke curfew is and curve anti derivative capital for Lex. Now come Pirates A graph here. Sick of the graph is similar.

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Problem

Draw a graph of $ f $ and use it to make a rough …

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Related Courses

Calculus: Early Transcendentals

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Watch More Solved Questions in Chapter 4

Video Transcript

James Stewart

Calculus: Early Transcendentals

Catherine Ross

Anna Marie Vagnozzi

Caleb Elmore

Kristen Karbon

This textbook answer is only visible when subscribed! Please subscribe to view the answer

Calculus: Early Transcendentals

Catherine Ross

Anna Marie Vagnozzi

Caleb Elmore

Kristen Karbon

James StewartCalculus: Early Transcendentals

Catherine Ross

Anna Marie Vagnozzi

Caleb Elmore

Kristen Karbon

James Stewart

Calculus: Early Transcendentals