1 Consider The Matrix 1 2 2 37 A 2 5 4 3 4 11 8 3 A 2 Marks How Many Columns Of A Are Linearly Independent Ex 1 (34.72 KiB) Viewed 24 times
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1. Consider the matrix [1 2 2 -37 A= 2 5 4 -3 (4 11 8 -3 a) (2 marks) How many columns of A are linearly independent? Explain your answer. b) (4 marks) Find a basis for the nullspace of A. c) (2 mark) If the vector b is the sum of the four columns of A, write down the general solution to Ax = b.
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