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Week 5: Subspace, Basis, and Dimension, Row Column, Null Space, Rank-Nullity Theorem

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Introduces subspaces, bases, dimension, null space, column space, and row space. Explains how to find bases using row reduction, defines rank and nullity, and presents the Rank-Nullity Theorem. Shows how to determine if vectors form a basis and interpret matrices as linear transformations.

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a findtherankof a



Iiii IIE IE EI n




I 111
men
any I
ranknullity theorem nxmmatrixA then rank A dim
nunca n
rank A dimbuila n 3 dimnulla s dimnull a 2 nullity 2




F cnn.my It
in.ca
and l

I 9
E.is as riEiiisraceaoa
nullA x̅ I Ax̅ 8

1 1117 1 EEE 7
x̅ thusabasis fornunca is
1 1111
nullityof A is a

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