Add, subtract and scale vectors

Work on the x-components and the y-components separately.

1. Find ⟨−2, −2⟩ + ⟨3, 5⟩. Give the x- and y-components.
2. Find ⟨3, −5⟩ + ⟨−5, −5⟩. Give the x- and y-components.
3. Find ⟨−4, −2⟩ + ⟨−2, −3⟩. Give the x- and y-components.
4. Find ⟨3, −5⟩ + ⟨4, 4⟩. Give the x- and y-components.
5. Find ⟨−6, −4⟩ − ⟨3, 5⟩. Give the x- and y-components.
6. Find ⟨5, 5⟩ − ⟨−3, 6⟩. Give the x- and y-components.
7. Find ⟨−4, −1⟩ − ⟨4, −2⟩. Give the x- and y-components.
8. Find ⟨3, −4⟩ − ⟨−3, 3⟩. Give the x- and y-components.
9. Find 1⟨4, −6⟩. Give the x- and y-components.
10. Find −2⟨6, 1⟩. Give the x- and y-components.
11. Find −1⟨2, 5⟩. Give the x- and y-components.
12. Find −3⟨−1, −2⟩. Give the x- and y-components.
13. Find the vector from A(−6, 4) to B(−3, −1). Give the x- and y-components.
14. Find the vector from A(−2, −6) to B(−3, 4). Give the x- and y-components.
15. Find the vector from A(6, 4) to B(−8, 7). Give the x- and y-components.
16. Find the vector from A(7, −1) to B(5, −7). Give the x- and y-components.
17. Find 1⟨−7, −8⟩. Give the x- and y-components.
18. Find 2⟨8, −8⟩. Give the x- and y-components.
19. Find −4⟨5, −3⟩. Give the x- and y-components.
20. Find −5⟨1, −8⟩. Give the x- and y-components.