what is vector product ?
Hi jiya surbhi sis
how are u all
I am in group bro.
Answers
Answer:
The product of two real vectors in three dimensions which is itself a vector at right angles to both the original vectors. Its magnitude is the product of the magnitudes of the original vectors and the sine of the angle between their directions.
A vector c whose length is the product of the lengths of two vectors a and b and the sine of their included angle, whose direction is perpendicular to their plane, and whose direction is that in which a right-handed screw rotated from a toward b along axis c would move called also cross product.
Hope this will help you.
Priyanka Dalvi here.
Answer:
vector c whose length is the product of the lengths of two vectors a and b and the sine of their included angle, whose direction is perpendicular to their plane, and whose direction is that in which a right-handed screw rotated from a toward b along axis c would move.
AXB=\A\\B\sin theta n
\A\=length of vector A
\| B \= length of vector B
\theta\ = angle between A and B
n = unit vector perpendicular to the plane containing a and b