Part 3: Matrix and Determinants. (0) Find the solution of linear equation using matrix and deter- minants. −6×₁ + 5jx₂ + x3 - X4 = 0 x₂ + x3 xa 2x1 5X1 = 2 +x3 -2×4=1 X₂ - x₂ + x4 =j TIP! Consider that the coefficients of Xin can be grouped to matrix A.... * Assume matrix equation Ax = B

Find the determinant of the vectors (2,4,0),(0,4,6),(8,0,6) with respect to the base (2,0,0),(0,2,0),(0,0,2).

Fill in the blanks with appropriate numbers to calculate the determinant. (a) 9 - • 4 = %3D 1 -1 -3 (b) = ? v1 : O: -3) = 3 -4 1 • 0 - • 2) 3 . -3) • 1 - 2

Use matrix determinant method to solve for, A*B*C where; A=(0.64i+0.768j+0k) B=(1.5i+1.8j+1.6k) C=(-160i+75j+175k)