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Vector and Cartesian Coordinates (URGENT PLEASE HELP)


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Your equation 2 is correct, but how you got to it is not. You cannot divide by a vector in the way you have.

 

I think all the question is asking you to do is work out the scalar product in 2d. The answer should be just a number.

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Your equation 2 is correct, but how you got to it is not. You cannot divide by a vector in the way you have.

 

I think all the question is asking you to do is work out the scalar product in 2d. The answer should be just a number.

 

Hi ajb,

 

So using the information I have, how can I obtain a value for V^mu ?? Is there something simple I'm missing?

 

Hi ajb,

 

So using the information I have, how can I obtain a value for V^mu ?? Is there something simple I'm missing?

 

It simply isn't a case of:

 

V^ mu = V^nu is it?

 

In which case V^mu = (3,1)

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[math]{V^\mu } = {V_\upsilon }[/math]

 

 

Well that wasn't what you said in the first post, which was why I asked about your notation.

 

Are you talking about contravarient and covarient or column vectors and row vectors?

 

To premultiply by the square matrix you need a column vector.

Edited by studiot
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