Write as a Vector Equality 2x-4y+3z=17 , x+2y-z=0 , 4x-y-z=6

Problem

{[2*x−4*y+3*z=17],[x+2*y−z=0],[4*x−y−z=6])

Solution

1. Identify the coefficients of the variables x y and z from each equation to form the coefficient matrix A

2. Define the variable vector x as a column vector containing the unknowns x y and z

3. Extract the constants from the right-hand side of the equations to form the constant vector b

4. Construct the vector equality by expressing the system in the form A*x=b

Final Answer

[[2,−4,3],[1,2,−1],[4,−1,−1]]*[[x],[y],[z]]=[[17],[0],[6]]

Want more problems? Check here!