prove that A x B = -B x A..
Use any values for A and B, and see if it is right Image \(A\) is 5 and \(B\) is 6 \(A \times B = -B \times A\) Sub the previous values \(5\times6=-6\times5\) See if it is right
i don't think so if it is right.. Can you please use this value to prove.. A=Axax, Ayay, Azaz and B= Bxax, Byay, Bzaz
What is axax, ayay, etc...?
that are vectors
this is A cross product B
Let a=<a_1,a_2,a_3> and b=<b_1,b_2,b_3> a x b = < a_2 * b_3 - a_3*b_2 , a_3*b1 - a_1*b3, a_1*b_2 - a_2*b_1>
now use this formula to show that -b x a = a x b
thankss, i'm solving it right now..
figuer out 5 times 6= and then figure out what -6 times 5=
@perl : can you please continue answering this, still i can't understand
Is that A and B stands for vectors? other wise it's wrong question!!!!
yes..
alright it is a cross product of two vectors!! let c be the cross product of the two vectos|dw:1417697943681:dw|
can you just explain using these.. A=Axax, Ayay, Azaz and B= Bxax, Byay, Bzaz
ok let A(1,2,1) and B(-1,0,1) |dw:1417698688017:dw|
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