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$\vec{O A} = \vec{a}, \vec{O C} = \vec{b}, \vec{O B} = 10 \vec{a} + 2 \vec{b}$ where O,A and C are non-collinear points. Let p denotes the area of quadrilateral OABC and q denotes the area of parallelogram with OA and OC as adjacent sides. If $p = λ q$ then $λ$ is

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answer is B.

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Detailed Solution

$q = |\bar{O} A \times \bar{O} C|$

$p = |\bar{O} A \times \bar{A} B|$

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