Ramsey
2021-02-19
To solve the equation system, use the Gauss-Jordan method. If the system has infinitely many solutions, give the solution with z arbitrary.
Caren
Skilled2021-02-20Added 96 answers
Step 1
Reduce the matrix to find the answer to a set of equations where A is the matrix formed by the coefficients of LHS of the equations and B is the matrix formed by the RHS of the equations.
Step 2
Find the matrix from the given system of equations and row reduce it.
Step 3
Create the equation using the matrix above.
Step 4
Let z=t. Find the value of x and y.
Step 5
Answer: For random the solution set will be,
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