What is mean by cross products and dot products in mathematics
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Answer:
cross product defines that a vector C is orthogonal (perpendicular) to both A and B.
dot products is a scalar representation of two vectors,
and it is used to find the angle between two vectors in any dimensional space
Anonymous:
Thanks mate
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dot product
the scalar product of two non zero vectors a and b
it is defined as
a.b =|a| |b| cos theta .
Cross product:
the vector product of two non zero vectors a and b is defined as.
a×b= |a| |b| sin theta ncap
,where n cap gives direction of vector.
I hope it help you ❤️
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