Question: Given the matrices: (i) Compute det (B) (ii) Compute det()+det(): (ii) Compute det(BC) - det (B) det(C)+det(A): ^-68574-6 B= 0-3 0 3 0 3

Given the matrices: (i) Compute det (B) (ii) Compute det()+det(): (ii) Compute det(BC) - det (B) det(C)+det(A): ^-68574-6 B= 0-3 0 3 0 3

Given the matrices: (i) Compute det (B) (ii) Compute det()+det(): (ii) Compute det(BC) - det (B) det(C)+det(A): ^-68574-6 B= 0-3 0 3 0 3 3 3 - 0-10 0 4 1-0 3 Let (a) Compute det(B) and use this to write down det (B). det (B)- (b) Find the area of the parallelogram with vertices given by the rows of A. Area (c) Decide whether the matrices are invertible or not. A is (No answer given) 43-1 B= det () 11 Bis (No answer given) #

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