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## MULTIVARI CALCULUS (QI)(H)

by: Darren Schulist

14

0

2

# MULTIVARI CALCULUS (QI)(H) MATH 2210

Darren Schulist
Utah State University
GPA 3.77

Bryan Bornholdt

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COURSE
PROF.
Bryan Bornholdt
TYPE
Class Notes
PAGES
2
WORDS
KARMA
25 ?

## Popular in Mathematics (M)

This 2 page Class Notes was uploaded by Darren Schulist on Wednesday October 28, 2015. The Class Notes belongs to MATH 2210 at Utah State University taught by Bryan Bornholdt in Fall. Since its upload, it has received 14 views. For similar materials see /class/230414/math-2210-utah-state-university in Mathematics (M) at Utah State University.

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Date Created: 10/28/15
MATH 2210 In Class Notes Level Curves and Slopes Directions Answer the following questions Note Regarding changes along a surface 2 f x y references to direction always refer to the domain of f in the xy plane For example the partial derivative 1 is in the positive x direction and its value represents the slope along the surface in that direction 1 At the points A B C D and E on the given contour map determine the sign of the partial derivatives 1 and fy 1214 fAB Ci fAD IKE 1314 133 fyCi fyDi IKE 2 At the points A B C D and E indicate on the map the direction in which the slope of the surface is increasing greatest 3 At each point A B C D and E how is the direction of greatest decrease related to the direction of greatest increase 4 How is the direction of greatest increase related to the corresponding level curve 5 What is the rate of change at any point along a level curve 6 At what point is 1 0 What is the corresponding direction of greatest increase 7 At what point is fy 0 What is the corresponding direction of greatest increase 8 At point A how do the values of fx and fy compare to the slope of greatest increase 9 On the contour map plot ALL points on each level curve at which 1 0 Identify a basic function y gx whose graph includes this set ofpoints

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