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If two vectors a&b are such that |a.b|=|a×b|,then find the angle between the vectors a&b?
Most Upvoted Answer
If two vectors a&b are such that |a.b|=|a×b|,then find the angle betwe...
And b are orthogonal, then their dot product is zero:

a · b = 0

Conversely, if the dot product of two vectors is zero, then they are orthogonal.
Community Answer
If two vectors a&b are such that |a.b|=|a×b|,then find the angle betwe...
|AxB | = A.B can be only possible when sinθ = cosθ ,
which is so for θ=π/4 radians.
Therfore, the angle between A and B is π/4 radians.
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If two vectors a&b are such that |a.b|=|a×b|,then find the angle between the vectors a&b?
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