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Figure 8.20 shows contours for the function $z=f(x, y)$ Is $z$ an increasing or a decreasing function of $x ?$ Is $z$ an increasing or a decreasing function of $y ?$(FIGURE CAN'T COPY)

Decreasing function of $x$ Increasing function of $y$

Calculus 1 / AB

Calculus 3

Chapter 8

Functions of Several Variables

Section 2

Contour Diagrams

Functions

Johns Hopkins University

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Idaho State University

Boston College

Lectures

02:56

In mathematics, a vector (…

06:36

04:37

Figure 8.48 shows contours…

03:14

Estimate $z_{x}(1,0)$ and …

02:21

Figure 8.47 shows contours…

04:39

Use the contour map of $f(…

06:25

Figure 6.15 shows the deri…

04:08

The function $f$ is define…

02:20

03:52

04:40

01:48

Figure 8.39 shows contours…

So the question asks for Is that decreasing? With why and X and the draft countries given find if it is the grazing are increasing in. Why? I need to face X for chick four checkpoints. So when I want to fix X in the Bagram, I'm I choose on X Y Do it doesn't matter which x value is it on? Thank you Line that X is constant on this line, X is constant. And then when I checked the that would use here that is two years and three years. It's for that is increasing when I increase. Why would you so I can say that said is increasing it. Why run where we increase? Why on this line that is increasing So first part is that so or second part X is increasing are decreasing I need to face why is that so when I won't fix, Why would you I choose around? Why? When you and I didn't get one like that on on this line Oh, why will use are saying so Why is constant here? So when I go to the right I in Crete, I increase x on when I increased X while going to right here. That is for in here's industry in here is that it's too on in here. Is that this one? So when I go to the right that is decreasing, so when I increase, X said is decreasing.

In mathematics, a vector (from the Latin word "vehere" meaning &qu…

In mathematics, a vector (from the Latin "mover") is a geometric o…

Figure 8.48 shows contours of $f(x, y) .$ List $x$ - and $y-$ coordinates an…

Estimate $z_{x}(1,0)$ and $z_{x}(0,1)$ and $z_{y}(0,1)$ from the contour dia…

Figure 8.47 shows contours of $f(x, y) .$ List the $x$ - and $y$ -coordinate…

Use the contour map of $f(x, y)$ in Figure 9 to explain the following statem…

Figure 6.15 shows the derivative $F^{\prime} .$ If $F(0)=14,$ graph$F$. …

The function $f$ is defined for all $x .$ Use the graph of $f^{\prime}$ to d…

Figure 8.39 shows contours of $f(x, y)$ with values of $f$ on the contours o…