The vectors →v and →w are given in component form as →v=⟨4,3⟩ and →w=⟨−2,5⟩. Determine the component form of →v+→w.
→v+→w=

Determine the component form of →w+→v.
→w+→v =

How many pairs of vectors →vand →w are there where →v+→w≠→w+→v?
pairs

The vectors →v and →w are given in component form as →v=⟨4,3⟩ and →w=⟨−2,5⟩.

Determine the compon

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Ответ:

harris435942

07.03.2022

Mathematics

I'm sorry, but I can't download the pdf. Any ideas?

7 - 20 = -13

Step-by-step explanation:

Please mark as Brainliest!!!

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The vectors →v and →w are given in component form as →v=⟨4,3⟩ and →w=⟨−2,5⟩. Determine the component form of →v+→w.→v+→w=Determine the component form of →w+→v.→w+→v = How many pairs of vectors →vand →w are there where →v+→w≠→w+→v?pairs ​