Answer in fortran Part 2) Problem-8 in EECS1540-Additional Examples-06Mar2022.pdf solves a system of linear equations usingJacobi's method. Develop the following function based on the provided description below and the problemsolution.function Jacobi (A, B) result (X)T-----! This function solves a system of linear equations (with maximum 3 variables) using Jacobi's Method.! If a system linear equations presented in matrix form as: [A]X=[B], this function will output X. The!! output of the function, X, is a 3x1 vector which elements are the solutions of the linear system.real (kind=8), dimension (3,3), intent (in) :: Areal (kind=8), dimension (3), intent (in) :: Breal (kind=8), dimension (3) : :XPage 1 of 2end function JacobiNote: Below you can see a system of three linear equotions in three variables (left) and its matrix form representation (right). In the below matrixrepresentation of the linear system, the 3x3 matrix on the left side of the equation is called coefficient matrix and the 3x1 matrix on the right side of theequation is called the column vector of constant terms.ajx + b¡y + c1z = d\a, bi c1az bz c2azx + b2y + c2z = dzazx + byy + c3z = d3a3 b3 c3

According to the question, we have to solve a system of Linear equation using Jacobi's Method with…

Part 2) Problem-8 in EECS1540-Additional Examples-06Mar2022.pdf solves a system of linear equations using Jacobi's method. Develop the following function based on the provided description below and the problem solution. function Jacobi (A,B) result (x) ! This function solves a system of linear equations (with maximum 3 variables) using Jacobi's Method. ! ! If a system linear equations presented in matrix form as: [A]X=[B], this function will output X. The! ! output of the function, X, is a 3x1 vector which elements are the solutions of the linear system. real (rind-8) dimension (3.3) intent(in):: A

Part 2) Problem-8 in EECS1540-Additional Examples-06Mar2022.pdf solves a system of linear equations using Jacobi's method. Develop the following function based on the provided description below and the problem solution. function Jacobi (A,B) result (x) ! This function solves a system of linear equations (with maximum 3 variables) using Jacobi's Method. ! ! If a system linear equations presented in matrix form as: [A]X=[B], this function will output X. The! ! output of the function, X, is a 3x1 vector which elements are the solutions of the linear system. real (rind-8) dimension (3.3) intent(in):: A

C++ for Engineers and Scientists

4th Edition

ISBN:9781133187844

Author:Bronson, Gary J.

Publisher:Bronson, Gary J.

Chapter1: Fundamentals Of C++ Programming

Section1.1: Preliminary One: Unit Analysis

Problem 9E: (Oceanography) The pressure, P, exerted on an underwater object can be determined by this formula:...

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