View Full Version : Vector Product
student 1
Jul16-08, 12:54 PM
1. The problem statement, all variables and given/known data
Can A X B = B? If so, find A, and illustrate with a picture
B. If A=Axi+Ayj, find B such that A X B = Ayi-Axj
2. Relevant equations
I know A X B= ABsin\theta
3. The attempt at a solution
You have missed the important part:
3. The attempt at a solution
Show some work, we won't simply give you the answers here!
I will give you one hint though. The expression you gave (AxB = ABsin..) is technically not correct.
The correct expression is:
\left| \vec{A} \times \vec{B} \right| = \left| \vec{A} \right| \left| \vec{B} \right| \sin \theta
In other words, it only gives you the lenght of the vector. Don't forget what a vector is!
student 1
Jul16-08, 01:34 PM
Well i just need to know how to begin. I know If A is only in the x,y plane and B is only in the x,y plane then theres no way thats possible. However i don't know how to determine it with 3 different axis.
Don't forget what a vector is!
Student1, a vector is something with a magnitude and a direction.
If you have:
\vec{A} \times \vec{B} = \vec{C},
what do you know about the vector C in relation to A and B?
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