Linear Algebra Fall 2000 test #1
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Linear Algebra - Fall 2000
TEST #1
Name:
Determine the value of
such that the matrix is the augmented matrix of a consistent linear system.
(8 pt.)
Solve the following
system of equations and give
the
general solution
if it exists. Do not leave it in matrix form. (8 pt.)
Prove or disprove whether the following matrices are equivalent or not. Explain how you came up with your answer. (8 pt.)
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following system
augmented matrix
such that the matrix is the augmented matrix of a consistent linear system.
(8 pt.)
