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2 P1 Carry out the ILU iteration on the system2 to completion 1 2 |x=11 to completion -1 2 (TOL= ...
P1| Carry out the ILU iteration on the system-1 2xto completion (T01-10-5) with a random xo.
P1| Carry out the ILU iteration on the system-1 2xto completion (T01-10-5) with a random xo.
P1| Carry out the ILU iteration on the system-1 2xto completion (T01-10-5) with a random xo.
Try 1: XN (Tol:+0) Answer Incorrect by more than 10%. XH 7 (Tol:0) Answer Incorrect by...
Try 1: XN (Tol:+0) Answer Incorrect by more than 10%. XH 7 (Tol:0) Answer Incorrect by more than 10%. Xc -8 (Tol:+0) Answer Incorrect by more than 10%. Xo 4 (Tol:+0) Answer Incorrect by more than 10%. Try 2: XN 5 (Tol: +0) Answer Incorrect by more than 10%. ✓H 1 XC 4 (Tol: 10) Answer Incorrect by more than 10%. ✓0-2 Determine the oxidation number of each element in NH_C2H302 Question XN H X с Type here to search
Write MATLAB code g(x)=x+a*f(x) f(x)=(e^x)+(x^2)-x-4 function f(x) is stored in fogp1.m (c) (1) Create a file...
Write MATLAB code
g(x)=x+a*f(x)
f(x)=(e^x)+(x^2)-x-4
function f(x) is stored in fogp1.m
(c) (1) Create a file gopgi.m to calculate the function glir, a) (see Preparation, ex. 7c) function [y] =gopg1(x,a) % input: x, a % output: y y= .....; (2) Create a file sucsub1.m and write a program that calculates the solution using the method of successive substitution. Calculate the values of g(x, a) by making multiple calls to the function gopg1(x, a). Take xo = 1.3 as starting value...
3) Use simple fixed-point iteration to locate the root of f(x) = 2 sin(x) - x...
3) Use simple fixed-point iteration to locate the root of f(x) = 2 sin(x) - x Use an initial guess of Xo = 0.5 and iterate until Eg s 0.001%. Verify that the process is linearly convergent.
clearvars close all clc tol = 0.0001; % this is the tolerance for root identification xold...
clearvars
close all
clc
tol = 0.0001; % this is the tolerance for root identification
xold = 0.5; % this is the initial guess
test = 1; % this simply ensures we have a test value to enter the loop below.
%If we don't preallocate this, MATLAB will error when it trys to start the
%while loop below
k = 1; %this is the iteration counter. Similar to "test" we need to preallocate it
%to allow the while loop to...
P1 needs to add 2 to X P2 needs to add 3 to X P1 reads...
P1 needs to add 2 to X
P2 needs to add 3 to X
P1 reads X (5)
P2 reads X (5)
P1 adds 2 to X and stores 7
P2 adds 3 to X and stores 8
Should X be 7, 8 or 10?
• Code where a process is changing shared data memory P1 X = X + 2; X 5 X = X + 3;
code in matlab 1. [2+1+1pt] Power Method and Inverse Iteration. (a) Implement the Power Method. Use...
code
in matlab
1. [2+1+1pt] Power Method and Inverse Iteration. (a) Implement the Power Method. Use your code to find an eigenvector of -2 1 4 A= 1 1 2 4 1 -2 starting with Xo = (1, 2, -1)7 and Xo = (1, 2, 1)7. Report the first 5 iterates for each of the two initial vectors. Then use MATLAB's eig(A) to examine the eigenvalues and eigenvectors of A. Where do the sequences converge to? Why do the limits...
4. Let A. Į2 2 01 carryonít 10 iterations of the power method with 4. Let A =-1 2-1 | . Carry out 10 iterations of the power method with normalization, starting with x( ) (1,1,1)T and using the...
4. Let A. Į2 2 01 carryonít 10 iterations of the power method with 4. Let A =-1 2-1 | . Carry out 10 iterations of the power method with normalization, starting with x( ) (1,1,1)T and using the linear functional p(x) = a1. What does the ratio Tk-(x(+)/x) approximate? Pxapproximate
4. Let A. Į2 2 01 carryonít 10 iterations of the power method with 4. Let A =-1 2-1 | . Carry out 10 iterations of the power method...
9. Use the construction in the proof of the Chinese remainder theorem to find a solution to the system of congruences X 1 mod 2 x 2 mod 3 x 3 mod 5 x 4 mod 11 10. Use Fermats little theorem to fin...
9. Use the construction in the proof of the Chinese remainder theorem to find a solution to the system of congruences X 1 mod 2 x 2 mod 3 x 3 mod 5 x 4 mod 11 10. Use Fermats little theorem to find 712 mod 13 11. What sequence of pseudorandom numbers is generated using the linear congruential generator Xn+1 (4xn + 1) mod 7 with seed xo 3?
9. Use the construction in the proof of the Chinese...
2. (20pts) Let Xi,..., X be a random sample from a population with pdf f(x)--(1 , where θ > 0 and x > 1. (a) Carry out the likelihood ratio tests of Ho : θ-a, versus Hi : θ a-show that the...
2. (20pts) Let Xi,..., X be a random sample from a population with pdf f(x)--(1 , where θ > 0 and x > 1. (a) Carry out the likelihood ratio tests of Ho : θ-a, versus Hi : θ a-show that the likelihod ratio statistic corresponding to this test, A, can be re-written as Λ = cYne-ouY, where Y Σ:.. In (X), and the constant c depends on n and θο but not on Y. (b) Make a sketch of...
P1| Carry out the ILU iteration on the system-1 2xto completion (T01-10-5) with a random xo.
P1| Carry out the ILU iteration on the system-1 2xto completion (T01-10-5) with a random xo.
Try 1: XN (Tol:+0) Answer Incorrect by more than 10%. XH 7 (Tol:0) Answer Incorrect by more than 10%. Xc -8 (Tol:+0) Answer Incorrect by more than 10%. Xo 4 (Tol:+0) Answer Incorrect by more than 10%. Try 2: XN 5 (Tol: +0) Answer Incorrect by more than 10%. ✓H 1 XC 4 (Tol: 10) Answer Incorrect by more than 10%. ✓0-2 Determine the oxidation number of each element in NH_C2H302 Question XN H X с Type here to search
Write MATLAB code
g(x)=x+a*f(x)
f(x)=(e^x)+(x^2)-x-4
function f(x) is stored in fogp1.m
(c) (1) Create a file gopgi.m to calculate the function glir, a) (see Preparation, ex. 7c) function [y] =gopg1(x,a) % input: x, a % output: y y= .....; (2) Create a file sucsub1.m and write a program that calculates the solution using the method of successive substitution. Calculate the values of g(x, a) by making multiple calls to the function gopg1(x, a). Take xo = 1.3 as starting value...
3) Use simple fixed-point iteration to locate the root of f(x) = 2 sin(x) - x Use an initial guess of Xo = 0.5 and iterate until Eg s 0.001%. Verify that the process is linearly convergent.
clearvars
close all
clc
tol = 0.0001; % this is the tolerance for root identification
xold = 0.5; % this is the initial guess
test = 1; % this simply ensures we have a test value to enter the loop below.
%If we don't preallocate this, MATLAB will error when it trys to start the
%while loop below
k = 1; %this is the iteration counter. Similar to "test" we need to preallocate it
%to allow the while loop to...
P1 needs to add 2 to X
P2 needs to add 3 to X
P1 reads X (5)
P2 reads X (5)
P1 adds 2 to X and stores 7
P2 adds 3 to X and stores 8
Should X be 7, 8 or 10?
• Code where a process is changing shared data memory P1 X = X + 2; X 5 X = X + 3;
code
in matlab
1. [2+1+1pt] Power Method and Inverse Iteration. (a) Implement the Power Method. Use your code to find an eigenvector of -2 1 4 A= 1 1 2 4 1 -2 starting with Xo = (1, 2, -1)7 and Xo = (1, 2, 1)7. Report the first 5 iterates for each of the two initial vectors. Then use MATLAB's eig(A) to examine the eigenvalues and eigenvectors of A. Where do the sequences converge to? Why do the limits...
4. Let A. Į2 2 01 carryonít 10 iterations of the power method with 4. Let A =-1 2-1 | . Carry out 10 iterations of the power method with normalization, starting with x( ) (1,1,1)T and using the linear functional p(x) = a1. What does the ratio Tk-(x(+)/x) approximate? Pxapproximate
4. Let A. Į2 2 01 carryonít 10 iterations of the power method with 4. Let A =-1 2-1 | . Carry out 10 iterations of the power method...
9. Use the construction in the proof of the Chinese remainder theorem to find a solution to the system of congruences X 1 mod 2 x 2 mod 3 x 3 mod 5 x 4 mod 11 10. Use Fermats little theorem to find 712 mod 13 11. What sequence of pseudorandom numbers is generated using the linear congruential generator Xn+1 (4xn + 1) mod 7 with seed xo 3?
9. Use the construction in the proof of the Chinese...
2. (20pts) Let Xi,..., X be a random sample from a population with pdf f(x)--(1 , where θ > 0 and x > 1. (a) Carry out the likelihood ratio tests of Ho : θ-a, versus Hi : θ a-show that the likelihod ratio statistic corresponding to this test, A, can be re-written as Λ = cYne-ouY, where Y Σ:.. In (X), and the constant c depends on n and θο but not on Y. (b) Make a sketch of...
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