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Gauss Elimination for any systems of equations[A][x]=[b] where [A] is an (nxn) matrix.

$30-45 USD

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Posted about 20 years ago

$30-45 USD

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Write a C++ program for the following Assigments **_Transpose_** Write a computer program to genarete a transpose of a matrix nxn Using [A]= [5 0 7 ],[4 1 5],[2 6 1]. Perform **Gauss Elimantion** for any systems of equations [A][x]=[b] where [A] is an *nxn* matrix. Make sure that all of your real variables are double precision. **input: n** (#of equations), augmented matrix {[A:b]nx(n+1)} **Output:** Solution vector {[x]i.e. X1= ,X2= , ….Xn=} or message “no unique solutions exists?? inputs and outputs should have at least four decimal places. Solve. 3x1- 0.1x2 - .2x3 = 7.85 0.1x1 + 7x2 - .3x3 = -19.3 0.3x1 ??" 0.2x2 + 10x3 = 71.4 **_Gauss-Seidel Method:_** for any systems of equations A][x]=[b] where [A] is an *nxn* matrix. Make sure that all of your real variables are double precision **input***: n*, [A],[B], Initial guess for [X], ε(tolerance, set to 1x10^-5), N (maximum number of iterations, set to 100) **Output**:N, solution vector {[x]i.e. X1= ,X2= , ….Xn=} or the message “solution did not converge in 'N' numbers of iterations?? inputs and outputs should have at least four decimal places. ## Deliverables Must be submitted by Tuesday March 30, 2004. at 1:00 Pm. U.S.A central time. The Programs must work with the numbers given! ## Platform Operting systems: Windows XP", "in all 3.0+ versions of Internet Explorer and Netscape
Project ID: 3146012

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