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Write the component forms of vectors u and v, shown in the graph, and find v − 2u.
Answers (I solved it on my own look in comments):
U=
V=
V-2U=

Write the component forms of vectors u and v shown in the graph and find v 2u Answers I solved it on my own look in comments U V V2U class=

Respuesta :

MathPhys

Step-by-step explanation:

Vector u has a run of -2 and a rise of -2.

u = <-2, -2>

Vector v has a run of 0 and a rise of -4.

v = <0, -4>

Therefore:

v − 2u

<0, -4> − 2 <-2, -2>

<0, -4> + <4, 4>

<4, 0>

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Answers:

u = < -2 , -2 >

v = < 0 , -4 >

v - 2u = < 4 ,0 >

Explanation:

I got it correct in my test :)

Thank you for posting this question despite not needing the answers yourself :)

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