Let u = 3, 5, 1 and v = 2, 2, 3. Find(a) 2u + 5v (b)1vv(c) u (d) u v

Chapter 11, Problem 8

(choose chapter or problem)

Let $u=\langle 3,5,-1\rangle$ and $v=\langle 2,-2,3\rangle$. Find

(a) $2 u+5 v$ (b) $\frac{1}{\|v\|} v$

Equation Transcription:

$u=$ 〈 $3,\ 5,\ -1$ 〉

$v=$ 〈 $2,\ -2,\ 3$ 〉

$2u\ +\ 5v$

$\frac{1}{||v||}v$

$||\ u\ ||$

$||\ u-v\ ||$

Text Transcription:

u=langle 3, 5, -1 rangle

v=langle 2, -2, 3 rangle

2u+5v

1/|| v || v

||u||

||u-v||

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