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3. (a) Match the following contour plot images with the functions listed here. (No expla- nation...
1 point) Match the functions below with their level surfaces at height 3 in the table at the right. 1. f(x,y,z) 22 3x 2.f(x,y,z) 2y +3x 3. f(x, y,z) 2y +3z -2 (You can drag the images to rotate them.) Enable Java to make this image Enable Java to make this image interactive] Enable Java to make this image Enable Java to make this image Enable Java to make this image Enable Java to make this image interactive]
1 point)...
1 point) Match the functions below with their level surfaces at height 3 in the table at the right. 1. f(x,y,z) 22 3x 2.f(x,y,z) 2y +3x 3. f(x, y,z) 2y +3z -2 (You can drag the images to rotate them.) Enable Java to make this image Enable Java to make this image interactive] Enable Java to make this image Enable Java to make this image Enable Java to make this image Enable Java to make this image interactive] 1 point...
(10 pts) Write a single .py file program to plot the following functions on the same graph for x values from –π to π : y1 = cos(x) y2 = cos(2x) y3 = cos(3x) Plot specifications: Choose an appropriate increment to generate smooth curves and add a comment in the code as to the rationale for that increment to receive full credit y1 is red and dashed y2 is blue and solid y3 is black and dotted Add a legend...
*PLEASE SHOW ALL WORK AND STEP BY STEP SOLUTION*
7.+-/3 points MarsVectorCalc6 2.6.011. For the functions below, what is the direction of fastest increase at (1, 1, 1)? 8 (a) f(x, y 2) -2+ y2 +2 x2 + y2 + z2 (b) f(x, y, z)-2xy + 2yz + 2xz 8 (cx,2x2 + y2+ 2 2 + z2
7.+-/3 points MarsVectorCalc6 2.6.011. For the functions below, what is the direction of fastest increase at (1, 1, 1)? 8 (a) f(x, y...
3. Verify Stokes' Theorem for the vector field F(x, y, z)= (x2)ĩ+(y2)]+(-xy)k where S is the surface of the cone +y parametrized by (u,v)-(ucos v, u sin v, hu) x2+y2 a at height h above the xy-plane Z = a V 0<vsa, OSvs 2n, and as is the curve parametrized by ē(f) =(acost,asint, h), 0sis27 as x2+ a
3. Verify Stokes' Theorem for the vector field F(x, y, z)= (x2)ĩ+(y2)]+(-xy)k where S is the surface of the cone +y parametrized...
1. Find the maxima of the following functions. (a) f(x)-2-4. )2 (c) f (z,y)2+3. (d) f (x,y) = xy-x2-y2 + 9y.
Answer each of the following question about the given the 3-dimensional surfaces x + y² +22 = 20 and 2 = x² + y². (2 pt) A) What quadric surfaces are represented by these equations? Give any details you can. x² + y2 + z = 20 := x2 + y2 (2 pt) B Make a sketch, nothing fancy just a sketch, of these surfaces and identify the space curve of intersection and describe this space curve in your own...
MATLAB QUESTION !!! PLEASE USE MATLAB FOR BOTH
QUESTIONS!!! THANKS
3) Below is a matrix of random numbers. Find the mean, median, and mode of the matrix. B=[0 1 2 3 4 50689 23092 6 8 407] Sort Matrix Z so that the largest numbers of each row are in the first column and smallest numbers descend towards the last column. Must use sort function. 4) Create a matrix X so that the first row has values from 0 to...
Question 4
[The following information applies to the questions displayed below.) Listed here are the total costs associated with the production of 1,000 drum sets manufactured by TrueBeat. The drum sets sell for $516 each. Costs 1. Plastic for casing-$19,000 2. Wages of assembly workers--$90,000 3. Property taxes on factory-$7,000 4. Accounting staff salaries-$33,000 5. Drum stands (1.000 stands purchased)-$35,000 6. Rent cost of equipment for sales staff-$36.000 7. Upper management salaries-$170,000 8. Annual flat fee for factory maintenance service--$16,000...
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3. Calculate the MRS for EACH of the following utility functions. (Remember MRS is always negative with a downward sloping indifference curve) a. U (x1,x2) = 3x1 + 4x2 b. U (x1,x2) = 3x1x3 c. U (x1, x2) = 4x - 4x2 d. U (x1, x2) = 16x{ x e. U(x,y) = 2 Vx+2,77 f. U(x,y) = 3x2 /y g. U(x,y) = 16x4y3 4. Explain the following in words making reference to the indifference curve. a. (3,3)...