Suppose that you are climbing a hill whose shape is given by 2360 0.01122 - 0.009y2 where z is the elevation of the hill and , y, and z are measured in meters. You are standing at a point with coordinates axis points east and the positive y axis points north. P(20, 180, 2064) where the positive ax (a) From the point P(20, 180, 2064) you walk in the direction of 2, - 3) what is rate of change in elevation? Round your answer to three decimals. (b) Find a unit vector in the direction of maximum increase of z at point P(20, 180, 2064) Round your value(s) to three decimals (c) What is the maximum rate of change of z at the point P(20, 180, 2064) Round your answer to three decimals.

Suppose that you are climbing a hill whose shape is given by 2360 0.01122 - 0.009y2 where z is the elevation of the hill and , y, and z are measured in meters. You are standing at a point with coordinates axis points east and the positive y axis points north. P(20, 180, 2064) where the positive ax (a) From the point P(20, 180, 2064) you walk in the direction of 2, - 3) what is rate of change in elevation? Round your answer to three decimals. (b) Find a unit vector in the direction of maximum increase of z at point P(20, 180, 2064) Round your value(s) to three decimals (c) What is the maximum rate of change of z at the point P(20, 180, 2064) Round your answer to three decimals.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.4: Definition Of Function

Problem 83E

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