what is vector cross product of vector a=i-j-k, b=j+k c= i-j
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the magnitude of a vector product is equal to the product of the magnitude of the two vectors & the sine of the smaller angle between them.
A vector into B vectors represents the area vectors of the parallelogram whose Adjacent sides represents the coinitial vectors A&B. this is the geometrical interpretation of the vectors A. & B.
vectors product of a vectors with itself is a zero vectors.
if the vectors product of the two non-zero vector than they are collinear, I.e., parallel and antiparallel
A vector into B vectors represents the area vectors of the parallelogram whose Adjacent sides represents the coinitial vectors A&B. this is the geometrical interpretation of the vectors A. & B.
vectors product of a vectors with itself is a zero vectors.
if the vectors product of the two non-zero vector than they are collinear, I.e., parallel and antiparallel
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