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what is the relationship between a x b and b x a? (cross product)
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axb=-bxa
cross product? aint it the ... its a d-word
inverse??
u mean dot product
no ... not that I can see
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lol .... dot product is different; its a scalar result
when you cross 2 matrixes you get a ..determinate is it?
not sure
\begin{array}c a&b\\ c&d\\ \end{array} a.d - c.b ; but id have to rethink
< 1, 1> <-1,-1> -------- -1 -(-1) = 0 ... yeah thats it
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you get a few of those things and it creates another "vector" if your doing vector stuff
Determinant
\begin{array}c i&j&k\\ a&b&c\\ d&e&f \end{array} (b.f - e.c)i + (c.d - a.f)j +(a.e - d.b)k perhaps
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