Question
If and , then what can be concluded about the vector .
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Practice questions from similar books
Question 2
Let and are non collinear vectors. If vectors and are collinear, then is equal to (a) (b) (c) (d) Question 4
A pyramid with vertex at
point
has a regular hexagonal base
, Positive vector of points A and B are The centre of base has the position vector
Altitude drawn from
on the base meets the diagonal
at point
find the all possible position vectors of
It is given that the volume of the pyramid
is
cubic units and
is 5 units.Question Text | If and , then what can be concluded about the vector . |