The sum of two vectors can be found by adding the individual components of the vectors. If the vectors are in two-dimensional space, you add their corresponding x-components together and their corresponding y-components together to obtain the components of the resultant vector. In other words, the sum of two vectors A and B is given by:
A + B = (Ax + Bx, Ay + By)
If the vectors are in three-dimensional space, you also add their corresponding z-components together:
A + B = (Ax + Bx, Ay + By, Az + Bz)
How can the sum of two vectors be found
By drawing the vectors perpendicular to each other. By drawing the vectors one right after another. By subtracting the numbers of the vectors magnitudes. By adding the numbers representing the vectors magnitudes.
3 answers
Which one
By drawing the vectors one right after another.
1 answer