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Original Question
Find a unit vector in the direction of the given vector. v=(1,-1)Asked by ghost
Find a unit vector in the direction of the given vector.
w = 7i − 3j
w = 7i − 3j
Answers
Answered by
oobleck
a unit vector always has magnitude 1.
So, divide <b>w</b> by |<b>w</b>|
So, divide <b>w</b> by |<b>w</b>|
Answered by
ghost
can you show me how to do it?
Answered by
Reiny
|w| = √(7^2 + (-3)^2)
now divide the original by that magnitude.
(I am surprised you don't have examples of those
simple and fundamental problems in your text or your notes
from class)
now divide the original by that magnitude.
(I am surprised you don't have examples of those
simple and fundamental problems in your text or your notes
from class)
Answered by
ghost
my teacher didn't let us copy the notes down and he just explain it and that's it.
Answered by
ghost
is the answer is 7.62?
Answered by
ghost
still waiting??
Answered by
oobleck
yes, |w| = 7.62, or more exactly, √58
So, the unit vector is
7/√58 i − 3/√58 j
I am astonished when you say your teacher didn't let you make notes.
That sounds like rubbish.
And there is always your text, and google...
So, the unit vector is
7/√58 i − 3/√58 j
I am astonished when you say your teacher didn't let you make notes.
That sounds like rubbish.
And there is always your text, and google...
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