usc-the-given-graph-of-f-to-sketch-the-graph-of-fprime-2

Name: usc the given graph of f to sketch the graph of fprime 2
Uploaded: 2019-06-26
Duration: 5 min 28 s
Channel: Numerade
Description: Usc the given graph of $f$ to sketch the graph of $f^{\prime}$ .

Question

Usc the given graph of $f$ to sketch the graph of $f^{\prime}$ .

Carlos Pinilla · Accepted Answer

So you didn&#x27;t Look, this is do the puzzle graft for Congress. So, uh, well, the for are coming here or didn&#x27;t mean off. They did a moment, please. From zero Thio Barney through for It&#x27;s a that point. Is that so? Here at the border underwear? Jeez, uh, one of our lead the way As one. Why two mine doesn&#x27;t want. So here those two sets, please, For the index. So did the main here would be. That&#x27;s it. So here is not the range for it. The main will be from or the is badly written. So to use the phone minus one. What? So the domain for it in birds is gonna be a minor one 21 on their Inge or B, They don&#x27;t mean our original function. So there range is gonna be from See you four. So perhaps the more appropriate, uh, my would be city. They&#x27;re so from minus one one, I&#x27;ve been for the range we need to go up before. So let&#x27;s say that these numbers, too, on these memories on there four also because he here, um, if What about zero? Is he the one? So these means that members my one of one, but it should be equal. It was you. So you have this point. It&#x27;s drawing. So the big risk of always had one should be zero. You got a point, and then we&#x27;ll have one here. Um, if up to if up to is equal zero. So these means that&#x27;s the, um it means that if universe with you shouldn&#x27;t be equal two. So results here should be too. Well, the point there should be like these because it is saying that Oh, about four brooks is gonna be approximately four. Might is one so that their fingers off my nose. One report before. So you have something looking sort of Blake like that. So this would be green if members. So we&#x27;ll, uh, you were drunk. The graphically later patient makes it that your mind is there. It&#x27;s gonna be a reflection for that length. So that this point one right in there that want to it&#x27;s reflected in there. So there, Right. So, drawing order. Original munchies. You know, something like Thanks. So you&#x27;re liking that Blue line reviews light is you. That green light, which is you little bits is that we&#x27;re like

Amrita Bhasin · Answer

this question asks us to sketch the inverse. What we know is that the domain and Ranger inverse therefore, we can simply flipped the coordinates negative one negative to becomes negative too negative 11 negative to becomes negative 11 for example.

Linh Vu · Answer

So we see that from this interval here, function is increasing. So at Bram will be created Danso. And from this interval, hand off epigram will be smarter than sir because it decreasing. And from here and you&#x27;re here no function emperor and would be a good Enzo So means that we will be able to dry. It looks like I will try in the blue this interval. Be credit Enzo. Ah, this was so we have this speaking. And this big hand will be the changing off the So what should have been in that desk. So there&#x27;s no way the act Graham, The axe on the God will mean f thanks.

Heather Zimmers · Answer

here were given a rough sketch of the graph of F, and we want to graph f inverse. So let&#x27;s look at some of the key points on F. It goes through the point. Negative one negative, too. One negative one to to 33 So if in verse, will have those coordinates switched. So if inverse will go through negative to negative one negative 11 to to and 33 So let&#x27;s start by plotting those points negative to negative one. Negative. 11 2233 Let&#x27;s connect those with line segments. And now what we should observe is that these graphs are reflections across the line. Y equals X. Here&#x27;s the line Y equals X. They do, indeed to look like appear to look like reflections across that line.

Heather Zimmers · Answer

all right here we have a rough sketch of the graph of F, and we want to graph its inverse. So let&#x27;s start by giving the coordinates of a couple of key points on F notice that F goes through the 0.1 and it goes through the 0.20 while F inverse will then go through the 0.10 and the 0.2 we switched the coordinates. So let&#x27;s start by plotting those points 10 and zero to now. Remember, we&#x27;re expecting these graphs to look like reflections across the line Y equals X, so it might help to have that line sketched in. Now we connect these points and make a curve and make it look like it&#x27;s a reflection. Across that line. We&#x27;ll get something sort of like that.

Ankit Gupta · Answer

No to draw the graph for defense and FX Equal toe Xs square Just make a table for its develop Excell gate certain away the other a long white Now applaud this point under God Oh, on this is minus two Comotto no draw a graph passing through all the points Very smoothly. So they see the graph we&#x27;ll find passing through all the point is smartly Something like that. This is Mr Graff Actually the graph of the funds and FX equal toe X squared.

Problem

Let $f(x)=\sqrt{1-x^{2}}, 0 \leqslant x \leqslant…

Problem 30 Easy Difficulty

Usc the given graph of $f$ to sketch the graph of $f^{\prime}$ .

Answer

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James Stewart

Biocalculus Calculus for the Life Sciences

Grace H.

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Heather Z.

Samuel H.

Precalculus Review - Intro

Functions on the Real Line - Overview

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Biocalculus Calculus for the Life Sciences

Grace H.

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Precalculus Review - Intro

Functions on the Real Line - Overview

James StewartBiocalculus Calculus for the Life Sciences

Grace H.

Catherine R.

Heather Z.

Samuel H.

James Stewart

Biocalculus Calculus for the Life Sciences