Am I supposed to be thinking of the Pythagorean Theorem?

AI Thread Summary
The discussion revolves around understanding the relationship between vectors A, B, and C in the context of the equation A + B = C and the scalar equation A^2 + B^2 = C^2. Participants confirm that the Pythagorean Theorem is relevant to the problem, as it indicates a right triangle relationship among the vectors. Additionally, using dot products is suggested as a method to solve the problem. There's an emphasis on practicing algebraic skills without relying on geometric intuition. The conversation highlights the importance of both geometric and algebraic approaches in vector analysis.
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I can't seem to understand this problem. Could someone give me a hint as to what I'm supposed to be thinking?

Vectors A, B and C satisfy the vecotr equation A + B = C, and their magnitudes are related by the scalar equation A^2 + B^2 = C^2. How is vector A oriented with respect to vector B? Account for your answer.

Am I supposed to be thinking of the Pythagoream Theorum..?
 
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User Name said:
Am I supposed to be thinking of the Pythagoream Theorum..?

Yep, that's right.
 
You can use dot products too. In fact, I would advise trying sometime to do this problem strictly algebraically (i.e. no invoking your geometric knowledge!) just so you can get practice with your algebraic skills!
 
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