Question

the magnitude of vector product of two unit vector making an angle of 60 degree with each other ​

Answer 1

Explanation:

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Answer 2

Answer:

√3/2.

Explanation:

Since, the two vectors are unit vectors hence the magnitude will be given by the formulae of the cross product of the two vectors which will be equal to the |AxB| =|A|x|B|sin60 in which we know from the question that the two vectors A and B are |A|=|B|=1 or unity.

So, the value of the cross product will be 1*1*sin60 which will be equal to √3/2 which is only the value of sin60. Hence the magnitude will be found to be √3/2 in which the two vectors are making an angle of 60 with each other.