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Let A and B be 3 times 3 matrices such that det (A) = 2 and det (B) Compute: det(3A), det(AB), det(A^-1). Solution det(A) = 2 det(B) = 3 det(3A) Multiplying A by 3 is the same as multiplying each row of A by 3. Since A has 3 rows and multiplying a row by a constant multiplies the determinant by the same constant, det 3A = 33 det A = 33 (2) = 9(2)=18 Therefore det(3A)=18 det(AB)= det(A)det(B) = 2*3=6 therefore det(AB) = 6 det(A-1)= det(A) therefore det(A-1) = 2.

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Lori is using secondary research to develop a business report. How can she write her report in a way that demonstrates originality in thought? A) Cite all her research sources B) Generate her own conclusions and recommendations C) Adopt a methodical approach to decision making D) Use the most current documentation guidelines Solution To combine information from your various sources in noveland insightful ways A

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