Write the system as a vector equation or matrix equation as indicated. Write the following system as a vector equation involving a linear combination of vectors. 3X₁ - 4X2 - X3 = −6 6x₁ + 3x3 = -6 -6 -X₂0 3 ° × [ ³ ]-*-[-] + [ ] - [ * ] O [1] 3x2 4*2*2 -6 0

Express x₁ = 4x₁-x₂ + 3x3 - 5x4 X₂ = 5x₁ + x4 x3 = -√ex₁-7x3 X4 = 0 Write the system of equations using matrix notation. Select the correct choice below and fill in the answer box to complete your choice. (Type an exact answer.) OA. O B. the system of differential equations in matrix notation. O C. extbook X₁' X₂ X3 X4' X₁' X₁ x₂ x2 X3 X3 X4 C X₁ X2 X3 ХА x3 x3 X4 X4 x₁ X₁ X₂' Ask my instructor

Rewrite the following system of linear equations as (a) a vector equation and (b) an augmented matrix. (c) Find and write the solution in general form. -I1 + X2 3x1 I1 + 2x2 + 5х3 + 3х4 6x3 3x4 4x3 + X4 2 = 6 0 =

Write the system of linear equations -3x + ly – 9z 8 6x + 4y – 4z 5 7x + 3y – 9z as a matrix equation. ||||

Write the augmented matrix as a system of equations Г1 0 0 1 1 3 2 350 -2 250 3 100 y + y + y +

Please solve and show all work using Linear Algebra.

Write the augmented matrix for the system of linear equations. -x - 7y + 8z = 7 24z = -35 y + 7z = -8x 7x 15 Step 1 Begin by rewriting the linear system and aligning the variables. -x - 7y + 8z = 24z = -35 7x - y + 7z = 15 -8x Use the coefficients and constant terms as the matrix entries and include zeros for the coefficients of the missing variables. ... ... ...