I need the steps please Max z-2y1 + 3y2 1,y2,t20 We solve the above problem by...
Please don't use the divergence theorem
Very very urgent Ill need a detailed explanation of solving this problem. Let F(z, y, z)--z tan 1 (y2) İ + z3ln(z2 + 9) j + z k. Find the flux of F across the part of the paraboloid a y2 4 that lies above the plane z we need to solve using the formula like integral of fx,y).rx* r_y 3 and is oriented upward.
Very very urgent Ill need a detailed explanation of...
hello, I need help on this z transform problem please
try to show steps by steps so I can understand I attached the way
my Prof wants to do, please try to follow that I also give answer
with the problem for ur help. thanks
please disregard the last pictures try to solve this
problem I also include the solution for the problem, please show
steps by steps so I can understand thanks
OPINA Real fxpnessim o X CD X2=...
please answer step by step
Solve the following problem using Lagrange multiplier method: Maximize f(x.y,z) = 4y-2z subject to the constraints 2x-y-z 2 x2+ y2-1 1. (1) (2) (Note: You need not check the Hessian matrix, just find the maximum by evaluating the values of f(x,y,z) at the potential solution points) Also, using sensitivity analysis, find the change in the maximum value of the function, f, if the above changed to: (3) (4) constraints are 2x-0.9y-z 2 x2+y2-0.9.
Solve the...
How do i find the rel max/min.
Please make the steps clear for me to understand. I don't know how
to solve for Fx=0 and Fy=0. Thanks
14. f(x, y) = 4x++y2+1
Very very urgent !!! need a detailed explanation of solving this
problem.
we need to solve using the formula like integral of f(x,y) .
r_x* r_y.
Let F(z, y, z)-z tan 1 (уг) i + z3ln(z2 + 9) j + z k. Find the flux of F across the part of the paraboloid z2 + y2 + z = 4 that lies above the plane z = 3 and is oriented upward.
Let F(z, y, z)-z tan 1 (уг) i...
Need number 22. Please explain.
In Problems 19–26 solve the given differential equation. 19. (y2 + 1) dx = y sec? x dy 20. y(In x – In y) dx = (x In x - x ln y - y) dy dy 21. (6r: + 1)y? + 3x² + 2y3 = 0 dx dx 22. dy 4y2 + 6xy 3y2 + 2x
I. Use Euler's method with step size h = 0.1 to numerically solve the initial value problem y,--2ty+y2, y(0) 1 on the interval 0 < t 2. Compare your approximations with the exact solution.
I. Use Euler's method with step size h = 0.1 to numerically solve the initial value problem y,--2ty+y2, y(0) 1 on the interval 0
please show answers clearly
Given this problem Max Z = $0.3x + $0.90y Subject to: 2x + 3.2y= 160 4x + 2.0y = 240 y = 40 x.y >=0 a) Solve for the quantities of x and y which will maximize Z. The x = They b) What is the maximum value of Z? The Z
If we are given the improper integral definition of the gamma
function above,
i) show that , a>-1 where
ii) show that
iii) Given that , find the laplace transform of
please show all steps for all parts
0<'FP 2-0 1-07 OU = (20).J T + 5 Si = {27}] (I+D)) [{f(t)} = S.*f(t)e-stat T(a + 1) = al(a) r(a) = var f(t) = 43/2
I need to solve this using Matlab please type comments in the
script so I understand thank you.
Create a table (similar to what we do in class) with all the
parameters that you have to calculate for every step in the
solution. Include y and dy/dx in the same plot with points from
your table joined by straight lines (and clearly indicate which
line correspond to what). You may use the MATLAB function you
created above.
Solve the following...