MAT 240 Maple Lab 3 Partial Derivatives and the Gradient
<Text-field style="_cstyle3" layout="_pstyle3">Examples</Text-field> I. Partial Derivatives Method 1 (recommended): define the function f as an expression and use notation f. For the derivatives use notation fx,fxx,fy, etc. Find fx with the command diff(f,x) and fy with the command diff(f,y) . For fxx use either diff(fx,x) or diff(f,x,x). Example 1: restart: f:= 3*x^2-6*x^2*y^3-4*x*cos(x); fx:=diff(f,x); fy:=diff(f,y); fxx:=diff(fx,x); you can find the value of the partial derivative f_x at the point (2,3) using the subs command: f1:=subs(x=2,y=3,fx); evalf(%); Method 2 : define f as a function . For the derivatives still use notation fx,fxx,fy, etc. Find fx with the command D[1](f) and fy with the command D[2](f) . Example 1: restart: f:=(x,y)-> 3*x^2-6*x^2*y^3-4*x*cos(x); fx:=D[1](f) ; fy:=D[2](f) ; fxx:=D[1](fx); you can find the value of the partial derivative f_x at the point (2,3) by evaluating the partial derivative function: f1:=fx(2,3);evalf(%); II. The Gradient Given a function 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, recall that the gradient of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= is the vector function 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. Maple will compute the gradient of a function using the grad command, which is part of the linalg package. (Don't worry about the warnings generated when you load linalg.) Example 2: Find the gradient and the gradient field for the function f(x,y) = 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 restart: with(linalg): grad(x^2+y, [x,y]); The argument [x,y] tells Maple that you want the LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieEYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=-partial derivative of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= in the first component, and the LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEieUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=-partial derivative in the second. The command gradplot draws the gradient field of the given function. In other words, it plots the gradient vectors of the function at each of several points in the plane. with(plots): setoptions(thickness=2, color=blue): gradplot(x^2+y, x=-2..2, y=-2..2, grid=[10,10], arrows=slim); It is important to realize that Maple scales the gradient plot so that the gradient vectors won't overlap each other. For example, the vector at the point (1,1) in the plot above should be [2,1], but it is clearly drawn smaller than that. The relative sizes of the vectors (and their directions!) are preserved, however.
<Text-field style="_cstyle3" layout="_pstyle3">Exercises I: Partial Derivatives</Text-field> Exercise 1 [20 pts]: P = f ( A,r,n) where P is the monthly payment on a loan of amount A at interest rate r for a period of n months. P = A* (r/12) / [1 - ( 1+ r/12)^(-n)], i.e., (a) find f(10,000, 0.08, 36). Describe the meaning of this answer. (b) find fA, fr, fn, the partial derivatives. (c) find fA(10,000, 0.08, 36). Describe the meaning of this answer. (d) find fn(10,000, 0.08, 36). Describe the meaning of this answer. Exercise 2 [5 pts]: Let 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 = 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. Find the equation of the tangent plane at the point (4,2). Plot both the function and its tangent plane together in the same window. Try to choose a viewing window that shows they are tangent to one another. Exercise 3 [5 pts]: Find the quadratic Taylor polynomial for the function f(x,y) = 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about (3,5). Use it to estimate the value of f at (3.1, 4.9). Compare your estimated value with the actual value.
<Text-field style="Heading 1" layout="Heading 1">Exercises II: The Gradient and Directional Derivatives</Text-field>
<Text-field style="_pstyle6" layout="_pstyle6" spacebelow="4" spaceabove="8"><Font style="_cstyle9">Exercise 1: <Font bold="false">Geometry of the Gradient Field Near a Critical Point</Font> </Font></Text-field>
<Text-field style="_pstyle30" font_style_name="_pstyle30" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]" layout="_pstyle30" alignment="left" firstindent="0" spacebelow="0" linebreak="space" rightmargin="0" bulletsuffix="" pagebreak-before="false" leftmargin="0" linespacing="0.0" initial="0" layout_style_name="_pstyle30" spaceabove="0" bullet="none"><Font font_style_name="_cstyle53" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle53" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">(a) [5 pts] </Font><Font bold="false" style="_cstyle4" size="12">Find the coordinates of all the critical points of </Font><Equation executable="false" style="2D Math" input-equation="" display="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">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</Equation><Font bold="false" style="_cstyle4" size="12"> on -4 <= <Font italic="true">x</Font> <=4, -4 <= <Font italic="true">y</Font> <=4 by solving the vector equation grad(</Font><Equation executable="false" style="2D Math" input-equation="" display="LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=">LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEiZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic=</Equation><Font bold="false" style="_cstyle4" size="12">)=</Font><Font bold="false" style="_cstyle3" size="12">0</Font><Font bold="false" style="_cstyle4" size="12">.</Font></Text-field>
<Text-field style="_pstyle30" font_style_name="_pstyle30" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]" layout="_pstyle30" alignment="left" firstindent="0" spacebelow="0" linebreak="space" rightmargin="0" bulletsuffix="" pagebreak-before="false" leftmargin="0" linespacing="0.0" initial="0" layout_style_name="_pstyle30" spaceabove="0" bullet="none"><Font font_style_name="_cstyle53" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle53" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">(b) [5 pts each] </Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">Using</Font><Font font_style_name="_cstyle56" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle56" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]"> </Font><Font font_style_name="_cstyle58" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle58" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">gradplot</Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">, graph the pattern of the gradients of </Font><Equation executable="false" style="2D Comment" input-equation="" display="LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2I1EhRicvJSxtYXRodmFyaWFudEdRJ25vcm1hbEYn">LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYjLUkjbWlHRiQ2I1EhRic=</Equation><Equation executable="false" style="2D Math" input-equation="" display="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">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</Equation><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]"> </Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="true" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">near each critical point</Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">. Describe the behavior near each critical point. There should be a plot for each critical point. These observations should confirm your findings of part (a).</Font></Text-field>
<Text-field style="_pstyle30" font_style_name="_pstyle30" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]" layout="_pstyle30" alignment="left" firstindent="0" spacebelow="0" linebreak="space" rightmargin="0" bulletsuffix="" pagebreak-before="false" leftmargin="0" linespacing="0.0" initial="0" layout_style_name="_pstyle30" spaceabove="0" bullet="none"><Font font_style_name="_cstyle53" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle53" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">(c) [5 pts each] </Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">For each of the critial points you have found, describe what type it is by looking at the 3D plot </Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="true" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]">near the critical point.</Font><Font font_style_name="_cstyle57" superscript="false" placeholder="false" executable="false" selection-placeholder="false" italic="false" size="12" bold="false" style="_cstyle57" subscript="false" family="Times New Roman" opaque="false" underline="false" background="[255,255,255]" readonly="false" foreground="[0,0,0]"> Describe the pattern of the gradient field near each of the points. </Font>There should be a plot for each critical point.</Text-field>
<Text-field style="Heading 2" size="12" layout="Heading 2"><Font size="12">Excercise 2 [10 pts]: </Font><Font style="Text">Let </Font><Equation executable="false" style="2D Math" input-equation="" display="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">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</Equation><Font style="Text">. Modify the code from class to plot the graph of <Font italic="true">g</Font>(<Font italic="true">x</Font>,<Font italic="true">y</Font>) in a region around the point (3, 4) together with a line tangent in the direction (5, 12).</Font></Text-field>
<Text-field style="Heading 2" layout="Heading 2"><Font bold="true" style="Text">Exercise 3 [10 pts]:</Font><Font style="Text"> Let </Font><Equation executable="false" style="2D Math" input-equation="" display="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">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</Equation><Font style="Text">.</Font></Text-field>
<Text-field style="Heading 3" layout="Heading 3"><Font bold="false" italic="false">a. Calculate the gradient of </Font><Font bold="false">g<Font italic="false">(</Font>x<Font italic="false">,</Font>y<Font italic="false">) at (3, 4). </Font></Font></Text-field>
<Text-field style="Heading 3" italic="false" bold="false" layout="Heading 3"><Font bold="false" italic="false">b. Plot the gradient of </Font><Font bold="false" italic="true">g</Font><Font bold="false" italic="false">(</Font><Font bold="false" italic="true">x</Font><Font bold="false" italic="false">,</Font><Font bold="false" italic="true">y</Font><Font bold="false" italic="false">) at (3, 4) with the contour plot of </Font><Font bold="false" italic="true">g</Font><Font bold="false" italic="false">. Hint: some code from class may be helpful here.</Font></Text-field>
<Text-field style="Heading 2" layout="Heading 2"><Font size="12">Exercise 4 [30 pts]:</Font> <Font style="_cstyle2">Find </Font><Font style="_cstyle12">Maple</Font><Font style="_cstyle2"> commands which reproduce each of the following gradient plots as closely as possible. That is, find a function whose gradient is represented by the given plot. There may be many correct answers. Include your code and the plot you create.</Font></Text-field> 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