Vector-Algebra Question 399
Question: Let $ \vec{a},\vec{b} $ and $ \vec{c} $ be three non-zero vectors such that no two of these are collinear. If the vector $ \vec{a}+2\vec{b} $ is collinear with $ \vec{c} $ and $ \vec{b}+3\vec{c} $ is collinear with $ \vec{a} $ ( $ \lambda $ being some non-zero scalar) then $ \vec{a}+2\vec{b}+6\vec{c} $ equals
Options:
A) 0
B) $ \lambda \vec{b} $
C) $ \lambda \vec{c} $
D) $ \lambda \vec{a} $
Correct Answer: C
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Answer:
Solution:
BETA
