draotic
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Homework Statement
Given A . B=0 and A x C=0...whats the angle b/w B and C?
The discussion revolves around determining the angle between vectors B and C, given the conditions that the dot product A · B equals zero and the cross product A x C equals zero. The subject area includes vector mathematics and properties of angles between vectors.
The discussion is active, with participants engaging in a back-and-forth exchange about the angles involved. Some guidance is offered regarding the relationships between the vectors, but there is no explicit consensus on the final answer regarding the angle between B and C.
Participants are working within the constraints of the problem as stated, without additional information or context about the vectors beyond their relationships defined by the dot and cross products.
must b 180 or 0tiny-tim said:uh-uh, i asked first!…
whats the angle b/w A and C?
draotic said:must b 180 or 0
collinear!tiny-tim said:in other words, A and C are … ?![]()
wats it?tiny-tim said:yup!
so given A . B=0 ...whats the angle b/w B and C?![]()

tiny-tim said:yup!
so given A . B=0 ...whats the angle b/w B and C?![]()

draotic said:thank you sir
its 90 ,right?![]()