Exam 5: Determinants

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Determine all real values of λ such that Determine all real values of λ such that     for the matrix   for the matrix Determine all real values of λ such that     for the matrix

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Suppose the matrix Suppose the matrix     results from a matrix A using the row operations      ,      ,      , and      . Find      . results from a matrix A using the row operations Suppose the matrix     results from a matrix A using the row operations      ,      ,      , and      . Find      . , Suppose the matrix     results from a matrix A using the row operations      ,      ,      , and      . Find      . , Suppose the matrix     results from a matrix A using the row operations      ,      ,      , and      . Find      . , and Suppose the matrix     results from a matrix A using the row operations      ,      ,      , and      . Find      . . Find Suppose the matrix     results from a matrix A using the row operations      ,      ,      , and      . Find      . .

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Partition matrix A to evaluate Partition matrix A to evaluate      , where   , where Partition matrix A to evaluate      , where

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If A is a square matrix and If A is a square matrix and      , then A is a diagonal matrix. , then A is a diagonal matrix.

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Find Find     and use it to determine      , where   and use it to determine Find     and use it to determine      , where   , where Find     and use it to determine      , where

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If a If a     matrix B is obtained from a matrix A by multiplying every row of A by      , then      . matrix B is obtained from a matrix A by multiplying every row of A by If a     matrix B is obtained from a matrix A by multiplying every row of A by      , then      . , then If a     matrix B is obtained from a matrix A by multiplying every row of A by      , then      . .

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For all For all     matrices A,      . matrices A, For all     matrices A,      . .

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Use determinants to find the area of the parallelogram with vertices (4, 1), (6, -1), (4, 0), and (6, 0).

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Compute the determinant of the given matrix A by using row operations to reduce to echelon form. Compute the determinant of the given matrix A by using row operations to reduce to echelon form.

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Suppose A, B, and C are Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   matrices and Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   , Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   , and Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   . Find each of the following.(a) Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   (b) Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   (c) Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)   (d) Suppose A, B, and C are     matrices and      ,      , and      . Find each of the following.(a)     (b)     (c)     (d)

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Find Find     and use it to determine      , where   and use it to determine Find     and use it to determine      , where   , where Find     and use it to determine      , where

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Determine all real values of Determine all real values of     such that     for the matrix   such that Determine all real values of     such that     for the matrix   for the matrix Determine all real values of     such that     for the matrix

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If A is a If A is a     matrix and     is a scalar, then      . matrix and If A is a     matrix and     is a scalar, then      . is a scalar, then If A is a     matrix and     is a scalar, then      . .

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Find Find     and     for the matrix   and Find     and     for the matrix   for the matrix Find     and     for the matrix

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Let A and B be Let A and B be     matrices. Then      . matrices. Then Let A and B be     matrices. Then      . .

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Find Find     and     for the matrix   and Find     and     for the matrix   for the matrix Find     and     for the matrix

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If A is invertible, then If A is invertible, then      . .

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If A is a square matrix, and If A is a square matrix, and      , then A is invertible. , then A is invertible.

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Find the area of T (D) where Find the area of T (D) where      , D is the rectangle with vertices (0, 0), (4, 0), (4, -1), and (0, -1), and   , D is the rectangle with vertices (0, 0), (4, 0), (4, -1), and (0, -1), and Find the area of T (D) where      , D is the rectangle with vertices (0, 0), (4, 0), (4, -1), and (0, -1), and

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Use determinants to decide if a unique solution exists for the linear system Use determinants to decide if a unique solution exists for the linear system

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