What is the role of A+B+C in finding vector components?

AI Thread Summary
The discussion revolves around understanding the role of the equation A+B+C = -1.90i in finding vector components. The initial confusion stems from not knowing how to break down vector B into its i and j components. It is clarified that the resultant vector A+B+C indicates that the sum of the j components equals zero. The realization that i and j correspond to x and y components aids in solving the problem. Ultimately, the participant gains clarity on how to approach the vector component breakdown.
White_Noise
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Homework Statement


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The Attempt at a Solution



I don't know how to approach this simple problem. I don't know what role A+B+C = -1.90i plays. Even if the vector of B is found, I don't understand how to find the components of B.
 
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Clearly you can see that the resultant of A+B+C gives something i right? That means the sum of the j components=0.

Can you split B into i and j components and use what I said before?
 
I got it, thanks. I was confused because I didn't know that i and j corresponded to x and y.
 
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