Decompose v into two vectors v₁ and v2, where v₁ is parallel to w and v₂ is orthogonal to w.v=2i+j and w=-6i-jWhat does v₁ equal?OO4 24371-37)What does v₂ equal?O78 1337¹ 37¹O78371 +371i+4372437aneO 78 13i+37¹+ 37¹OO4 2437it4 24377837371iti-3711337

v=v1+v2given v=2i+jw=-6i-jgiven v1 is parallel to w

Decompose v into two vectors v₁ and v2, where v₁ is parallel to w and v₂ is orthogonal to w. v=2i+j and w=-6i-j What does v₁ equal? O 78 13 37¹37 - 4 24 371-739718 37¹ 37¹ What does v₂ equal? 78 13 i+ 37¹ 37j 4 24 37¹ 37 ... O 78 13 37¹+ 37¹ 4 24 37¹+ 37¹ 4 37 24 371 78 13 37-37

Decompose v into two vectors v₁ and v2, where v₁ is parallel to w and v₂ is orthogonal to w. v=2i+j and w=-6i-j What does v₁ equal? O 78 13 37¹37 - 4 24 371-739718 37¹ 37¹ What does v₂ equal? 78 13 i+ 37¹ 37j 4 24 37¹ 37 ... O 78 13 37¹+ 37¹ 4 24 37¹+ 37¹ 4 37 24 371 78 13 37-37

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter8: Applications Of Trigonometry

Section8.4: The Dot Product

Problem 12E

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Question

Decompose v into two vectors v₁ and v2, where v₁ is parallel to w and v₂ is orthogonal to w.
v=2i+j and w=-6i-j
What does v₁ equal?
O
O
4 24
371-37)
What does v₂ equal?
O
78 13
37¹ 37¹
O
78
371 +371
i+
4
37
24
37
ane
O 78 13
i+
37¹+ 37¹
O
O
4 24
37
it
4 24
37
78
37
371
it
i-
371
13
37

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