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If the vectors {A},{B},{C} of a triangle {A}{B}{C} are {({1},{
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If the vectors of a triangle are respectively then find

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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.

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Question 2
For what value are the vectors perpendicular to each other?

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Question 3
Find the position vector of a point which divides the line joining two points and whose position vectors are and (respectively, externally in the ratio 1:2.Also, show that is the mid-point of the line segment

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Question Text
If the vectors of a triangle are respectively then find