scalar product of two vector
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The result of a scalar product of two vectors is a scalar quantity. ... The condition for two vectors A = (Ax , Ay) and B = (Bx , By) to be perpendicular is that their scalar product is equal to zero: AxBx + AyBy = 0.
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Scalar product we generally takes if we talk about general product in maths
Assume 2 vectors a and
their scale product a.b = |a||b| cosq
q is angle between a and b
|a|, |b| are their magnitudes
Don't represent direction
scalar product of same vector is simply
square of its magbitude as angle becomes 0 and between perpendicar vector its 0 as angle becomes 90 and cos90= 0
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