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Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v→

Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-1
Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-1
Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-2
Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-3
User Brian Putt
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4.8k points

1 Answer

4 votes

To find:

The sketch of v, 2v and 1/2 v.

Solution:

Given the v = <3,2>.

(a)

The sketch of v is shown below:

(b)

The value of 2v can be obtained as follows:


\begin{gathered} \vec{v}=<3,2> \\ \vec{2v}=2<3,2> \\ \vec{2v}=<6,4> \end{gathered}

The sketch of 2v is shown below:

(c)

The value of 1/2 v can be obtained as follows:


\begin{gathered} \vec{v}=<3,2> \\ (1)/(2)\vec{v}=(1)/(2)<3,2> \\ (1)/(2)\vec{v}=<1.5,1> \end{gathered}

The sketch of 1/2 v is shown below:

Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-1
Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-2
Grade 12 vectros 6.4,5,6,7 Q10 Let →v=⟨3,2⟩.Sketch →v, Sketch −2→v, and Sketch 1/2v-example-3
User FrankS
by
6.0k points
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