A Moving to another question will save this response. Question 3 Find the characteristic equation of the given matrix. Recall that characteristic equation is Det(A-Al)=0. Also recall that for upper and lower triangular matrix, determinant is the product of the diagonal. [2531 A= U4-5 S HINT: Recall that characteristic equation is Det(A-AI)=0. Also recall that for upper and lower triangular matrix, determinant is the product of the diagonal. 0 o 8 7 00 0 2 O (2 - A)(5 - A)(3 - A)(1 - A) = 0 O (2 - A)(7 - A)(8 - A)(1 - A) = 0 O (2- A)2(4 - A(8 - A) = 0 O (2- A)(4 - A)(8 - A) = 0 A Moving to another question will save this response.

Find a 2 x 2 matrix such that -5 1 1 3 2 1 ||

(1 point) If the determinant of a 5 x 5 matrix A is det(A) = 9, and the matrix B is obtained from A by multiplying the second row by 3, then det(B) =

Question 010: Complete the following question involving determinants. Find the determinant of the following matrix. ijk 5 1 -2 7 -3 5 39i - 11j + 8k O -1i - 39] - 22k -22i + 39j - 22k -22i - 11j + 39k