1.

A set of vectors bar(a)_(1), bar(a)_(2), ………, bar(a)_(n) is said to linearly independent if every relation of the form l_(1)bar(a)_(1)+l_(2)bar(a)_(2)+……….+l_(n)bar(a)_(n)=bar(0) implies

Answer»

`l_(1)=l_(2)=…………..=l_(N)=1`
`l_(1)=l_(2)=……………=l_(n)=0`
`l_(1)=l_(2)=…………=l_(n)`
`l_(1)+l_(2)+…………..+l_(n)=0`

ANSWER :B


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