Final answer:
The component of A that is parallel to B can be found using the equation A_parallel to B = (A.B)/|B|. Therefore, the component of A parallel to B is A_parallel to B = Scalar product / |B|
Step-by-step explanation:
The component of A that is parallel to B can be found using the equation:
Aparallel to B = (A.B)/|B|
where A.B is the dot product of vectors A and B and |B| is the magnitude of vector B.
Since the scalar product is equal to the magnitude of B times the component of A parallel to B, we can rewrite the equation as:
Scalar product = |B| * Aparallel to B
Therefore, the component of A parallel to B is:
Aparallel to B = Scalar product / |B|