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Distance vs Displacement

Assertion :Se...

Question

Assertion :Set of any four vectors is always linearly dependent Reason: If a subset of $n$ vectors is $L . D$ , then set of those $n$ vectors is linearly dependent $L . D$

A

Both Assertion & Reason are individually true & Reason is correct explanation of Assertion

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B

Both Assertion & Reason are individually true but Reason is not the ,correct (proper) explanation of Assertion

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C

Assertion is true but Reason is false

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D

Assertion is false but Reason is true

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Solution

The correct option is B Both Assertion & Reason are individually true but Reason is not the ,correct (proper) explanation of Assertion
If a subset of $n$ vectors is $L . D .$
(Linearly dependent) then obvious the set of $n$ vectors in $L . D .$
$\Rightarrow$ Reason is true
$A :$ Set of any four vectors is always $L . D .$ is true but it does not follow from Reason in any way

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