Answer all parts please. (calculus/contour/gradient/max/min)
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Answer all parts please. (calculus/contour/gradient/max/min) The figure to the right shows the contours of a smooth fun...
Please circle the answer for the maximum and min value of the function and their (x,y)...
Please circle the answer for the maximum and min value of the
function and their (x,y) values. That'd be great thank you!
Find the maximum and minimum values of the function and the values of x and y where they occur. + F = 5x + 36y, subject to 9x + 7y s 44, 7x +9y s 36. X20, y20
i have the answers of all the parts except for the last one, (f). Let (a,p)+ be subjected to the constraint 4s-2y-1...
i have the answers of all the parts except for the last one,
(f).
Let (a,p)+ be subjected to the constraint 4s-2y-1 (a) (3 points) Use the method of Lagrange multipliers to find the minimum and/or maximum value of / subjected to the constraint. You must solve the resulting system of equations by hand State whether the value you found is minimum or maxiroum and explain how you know (b) (1 point) Graph of the constraint function (Le., 4-2V-15) on...
Chapter 15, Section 15.3, Question 028 The graph below shows contours of f. Does f have a maximum...
Chapter 15, Section 15.3, Question 028 The graph below shows contours of f. Does f have a maximum value subject to the constraint g(x, yforx20,y 2 0? If so, approximately where is it and what is its value? Does f have a minimum value subject to the constraint? If so, approximately where and what? 9(a,v)- g(x, y) = c 16 14 12 10 8 6 f =700 f-100 -600 f =500 f =400 f-300 f-200 2 46 8 10 12...
really need help with this problem and its parts. thanks 2. The number of silk plants...
really need help with this problem and its parts. thanks
2. The number of silk plants (in thousands) that are sold by a chain of discount stores when the plant is (x+ 1) feet tall and the store carries y similar varieties of live plants can be mode led by fx, y). An inventory and shipping constraint on the silk plants is given by the equation gx, y)-8x+ 7y-56 feet of height. The constraint is shown on the graph. Sketch...
Multivariable Calculus Question 3. (2 pts) The contour diagram for a function, f(x, y) is shown below. Estimate the length of the gradient at point P. Be sure to show or explain your reasoning. 2....
Multivariable Calculus Question
3. (2 pts) The contour diagram for a function, f(x, y) is shown below. Estimate the length of the gradient at point P. Be sure to show or explain your reasoning. 2.4 1.6 pe 0.8 0.8 1.6 2.4 24 1.60.80.8 16 24 2.4
3. (2 pts) The contour diagram for a function, f(x, y) is shown below. Estimate the length of the gradient at point P. Be sure to show or explain your reasoning. 2.4 1.6 pe...
Thumbs up for help on a-d (one problem). Thanks! 2. The number of silk plants (in...
Thumbs up for help on a-d (one problem). Thanks!
2. The number of silk plants (in thousands) that are sold by a chain of discount stores when the plant is (x1 feet tall and the store carries y similar varieties of live plants can be modeled by fx, y) An inventory and shipping constraint on the silk plants is given by the equation gx, y) 8x+7y-56 feet of height. The constraint is shown on the graph. Sketch in the contour...
cal 3. answer a-f please. Some of the gradient vectors of a smooth function shown in...
cal 3. answer a-f please.
Some of the gradient vectors of a smooth function shown in the diagram to the right. g(x, y) are a. 3 pts At which of the points where the gradient is shown does g have the greatest rate of change? 2 b. 3 pts What is the rate of change of g at the point in part a? 2 2 -1 c. 4 pts Does g (1,0) appear to be positive, negative, or zero? Explain....
Calculus III 1) Identify each of the following surfaces: а) z' %3x? - 5у" b) z...
Calculus III
1) Identify each of the following surfaces: а) z' %3x? - 5у" b) z 4x2-4 y c) z2+3x2-5y = 4 d) z2x23-5y e) у3х* 2) Find and classify all of the critical points for f(x, y)=xy -x2 + y'. 3) Find the maximum and minimum values of f(x,y)=xy over the ellipse х* + 2y %3D1. 4) Let fx, y) x3 -cosy a) Find the first order Taylor polynomial for f(x,y) based at (1,7). b) Find the sccond order...
please answer asap (it is all the professor asked) (5) Consider the gradient vector field F ▽f where f(x,y) = cos(2x-3y). Find curves G and C2 that are not closed such that JG F·dr = 0 and 1, F . dr-...
please answer asap (it is all the professor asked)
(5) Consider the gradient vector field F ▽f where f(x,y) = cos(2x-3y). Find curves G and C2 that are not closed such that JG F·dr = 0 and 1, F . dr-1. Explain why you pick the curve you do, and how you know the integrals have the correct values. (Hint: Try picking a straight line between the origin and some simple point (a, b) that you choose later.)
(5) Consider...
Please circle the answer for the maximum and min value of the
function and their (x,y) values. That'd be great thank you!
Find the maximum and minimum values of the function and the values of x and y where they occur. + F = 5x + 36y, subject to 9x + 7y s 44, 7x +9y s 36. X20, y20
i have the answers of all the parts except for the last one,
(f).
Let (a,p)+ be subjected to the constraint 4s-2y-1 (a) (3 points) Use the method of Lagrange multipliers to find the minimum and/or maximum value of / subjected to the constraint. You must solve the resulting system of equations by hand State whether the value you found is minimum or maxiroum and explain how you know (b) (1 point) Graph of the constraint function (Le., 4-2V-15) on...
Chapter 15, Section 15.3, Question 028 The graph below shows contours of f. Does f have a maximum value subject to the constraint g(x, yforx20,y 2 0? If so, approximately where is it and what is its value? Does f have a minimum value subject to the constraint? If so, approximately where and what? 9(a,v)- g(x, y) = c 16 14 12 10 8 6 f =700 f-100 -600 f =500 f =400 f-300 f-200 2 46 8 10 12...
really need help with this problem and its parts. thanks
2. The number of silk plants (in thousands) that are sold by a chain of discount stores when the plant is (x+ 1) feet tall and the store carries y similar varieties of live plants can be mode led by fx, y). An inventory and shipping constraint on the silk plants is given by the equation gx, y)-8x+ 7y-56 feet of height. The constraint is shown on the graph. Sketch...
Multivariable Calculus Question
3. (2 pts) The contour diagram for a function, f(x, y) is shown below. Estimate the length of the gradient at point P. Be sure to show or explain your reasoning. 2.4 1.6 pe 0.8 0.8 1.6 2.4 24 1.60.80.8 16 24 2.4
3. (2 pts) The contour diagram for a function, f(x, y) is shown below. Estimate the length of the gradient at point P. Be sure to show or explain your reasoning. 2.4 1.6 pe...
Thumbs up for help on a-d (one problem). Thanks!
2. The number of silk plants (in thousands) that are sold by a chain of discount stores when the plant is (x1 feet tall and the store carries y similar varieties of live plants can be modeled by fx, y) An inventory and shipping constraint on the silk plants is given by the equation gx, y) 8x+7y-56 feet of height. The constraint is shown on the graph. Sketch in the contour...
cal 3. answer a-f please.
Some of the gradient vectors of a smooth function shown in the diagram to the right. g(x, y) are a. 3 pts At which of the points where the gradient is shown does g have the greatest rate of change? 2 b. 3 pts What is the rate of change of g at the point in part a? 2 2 -1 c. 4 pts Does g (1,0) appear to be positive, negative, or zero? Explain....
Calculus III
1) Identify each of the following surfaces: а) z' %3x? - 5у" b) z 4x2-4 y c) z2+3x2-5y = 4 d) z2x23-5y e) у3х* 2) Find and classify all of the critical points for f(x, y)=xy -x2 + y'. 3) Find the maximum and minimum values of f(x,y)=xy over the ellipse х* + 2y %3D1. 4) Let fx, y) x3 -cosy a) Find the first order Taylor polynomial for f(x,y) based at (1,7). b) Find the sccond order...
please answer asap (it is all the professor asked)
(5) Consider the gradient vector field F ▽f where f(x,y) = cos(2x-3y). Find curves G and C2 that are not closed such that JG F·dr = 0 and 1, F . dr-1. Explain why you pick the curve you do, and how you know the integrals have the correct values. (Hint: Try picking a straight line between the origin and some simple point (a, b) that you choose later.)
(5) Consider...
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