Show that the vectors u = (1, −1, 1), v = (3, 3, 2) and w = (10, 2, 8) lie in the same plane?
find the plane
and are these vectors they should be denoted with <1,-1,1>
yeah but how, cause I dont have teh points
yeah they are vectors, that is just our denotation I think
alright i had to look this up to make sure but you can use the triple scalar product to prove that they are coplanar ....
if u*(v x w) = 0 they are coplanar
ah that makes sense, btw I tried googling it and I didnt find anything helpful. Thanks!
yeah well when you said they were not points i had to go back into my book to see what you could use to make it show... first thing that came up was if volume =0 so i checked to make sure
and volume is measured by the triple scalar
Anyways if you run into trouble let me know... it comes out 0 so
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