Let  be A Unit Vector Perpendicular To Unit Vectors  and If The Angle Between  is α, Then  is

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Question

Let  be a unit vector perpendicular to unit vectors  and if the angle between  is α, then  is

Solution

Correct option is

 

We have,   

          

SIMILAR QUESTIONS

Q1

 is a unit vector such that 

Q2

 then a unit vector normal to the vectors  

Q3

A unit vector perpendicular to both 

Q4

If  are the position vectors of the vertices ABC of a triangleABC, then the area of triangle ABC is  

Q5

If , then the length of the perpendicular from A to the line BC is 

Q6

The perpendicular distance of the point  from the line joining 

Q7

If the diagonals of a parallelogram are represented by the vectors , then its area in square units is

Q8

If  are three vectors such that  then

Q9

Let  be unit vectors such that . Which one of the following is correct?

Q10

If the vectors  are such that  form a right handed system, then  is