Let \overrightarrow{\\alpha}, \overrightarrow{\\beta}, \overrightarrow{\\gamma} be three non-zero vectors which are pairwise non-collinear. If \overrightarrow{\\alpha}+3 \overrightarrow{\\beta} is collinear with \overrightarrow{\\gamma} and \overrightarrow{\\beta}+2 \overrightarrow{\\gamma} is collinear with \overrightarrow{\\alpha}, then \overrightarrow{\\alpha}+3 \overrightarrow{\\beta}+6 \overrightarrow{\\gamma} is

\overrightarrow{\\alpha}+\overrightarrow{\\gamma}

WBJEE 2021 Math Solved Paper

CATEGORY - I (Q:1 to Q50)

Carry 1 mark each and only one option is correct. In case of incorrect answer or any combination of more than one answer, ¼ mark will be deducted.

Question : 7 of 75

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Let

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be three non-zero vectors which are pairwise non-collinear. If

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is collinear with

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and

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is collinear with

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, then

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