Final answer:
The component form of the resultant vector -u-v is (-21,315, -23,135). To obtain the component form of the resultant vector -u-v, the process involves finding the negative of both vector u and vector v and then combining them.
Step-by-step explanation:
In order to obtain the component form of the resultant vector -u-v, the process involves finding the negative of both vector u and vector v and then combining them.
If the magnitudes of u and v are known as |u| = 21,315 and |v| = 23,135, respectively, negating these magnitudes and preserving the original direction provides the necessary information.
Therefore, the component form of -u-v is represented as (-21,315, -23,135).
This signifies that the resulting vector has components in the opposite direction of the original vectors u and v.
The approach of negating magnitudes and maintaining direction simplifies the determination of the resultant vector, offering a concise representation of the combined effect of the two original vectors in terms of their components.
Hence, the component form of -u-v is represented as (-21,315, -23,135).