If The Vectors  are Coplanar, Then The Value Of pqr – (p + q + r) Is 

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Question

If the vectors  are coplanar, then the value of pqr – (p + q + r) is 

Solution

Correct option is

–2

 

If given vectors are coplanar, then   

    

SIMILAR QUESTIONS

Q1

 are two given vectors. On these vectors as adjacent sides a parallelogram is constructed. The vector which is the altitude of the parallelogram and which is perpendicular to  is not equal to

Q2

Let  be a unit vector and  a non-zero vector not parallel to . The angles of the triangle, two of whose sides are represented by  

Q3

Three vectors  taken two at a time form three planes. The three unit vectors drawn perpendicular to three planes form a parallelopiped of volume  

Q4

 If  is a vector such that  and the angle between  is 30o, then  

Q5

Let  be two non-collinear unit vectors. If 

Q6

If  are any three vectors such that 

Q7

Let  the value of λ for which the vector  is parallel to the plane containing  

Q8

Let  be three unit vectors such that  If the angle between , then the volume of the parallelepiped whose three conterminus edges are  

Q9

 

If  are three non-coplanar, non-zero vectors, then

             is equal to 

Q10

If the acute angle that the vector  makes with the plane of the two vectors  is , then