Final answer:
To write the given system of linear equations in matrix form, arrange the coefficients of the variables in matrix form and the constant terms in a separate column vector. The system of linear equations in matrix form is [7 -8; 8 -2] * [x; y] = [6; 3].
Step-by-step explanation:
To write the given system of linear equations in matrix form, we can arrange the coefficients of the variables in matrix form and the constant terms in a separate column vector.
The given equations are:
7x − 8y = 6
8x − 2y = 3
Arranging the coefficients of the variables in matrix form gives:
[7 -8; 8 -2]
And arranging the constant terms in a column vector gives:
[6; 3]
Therefore, the system of linear equations in matrix form is:
[7 -8; 8 -2] * [x; y] = [6; 3]