Unit vector

cutepiglet

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Mar 18, 2014
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2
Let v=<3,-1>, and w=<1,2>
a. sketch the vectors v, w, v-w, and 2v+w ( I did that part already and I think I did it correctly)
b. Find a unit vector in the direction of v.

Part b is where I am having problems. I do not understand the question. It is probably so simple it is going to get me mad.

Thanks
 
Let v=<3,-1>, and w=<1,2>
b. Find a unit vector in the direction of v.
I do not understand the question. It is probably so simple it is going to get me mad.

Simply divide the vector by its length.
 
Let v=<3,-1>, and w=<1,2>
a. sketch the vectors v, w, v-w, and 2v+w ( I did that part already and I think I did it correctly)
b. Find a unit vector in the direction of v.

Part b is where I am having problems. I do not understand the question. It is probably so simple it is going to get me mad.

Thanks

If v = <3,-1> - what is the magnitude of the vector?
 
Let v=<3,-1>
b. Find a unit vector in the direction of v.

Part b is where I am having problems. I do not understand the question.
Thanks

Unit vector means a vector in the same direction as v with unit length (length=1).
Length and Magnitude are equivalent.

1) Calculate L=Length of v
2) Calculate vector x = <3/L, -1/L>
3) Plot x

Notice x is in same direction as v.
Notice that x has a length of 1.
 
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