Can anyone help me with this? (I'll post a picture)
the matrix will be \[\left[\begin{matrix}X of A & X of B \\ Y of A & Y of B\\ Z of A & Z of B\end{matrix}\right]\] In the same way expand the matrix by including the x y and z coordinates of all the other points
What will the matrix be? Sorry I can't see anything under that..
@FaiqRaees
can you work out the x,y,z coordinates of all the points like A, B C .....
so like the coordinates of A are -3, 3, 0?
I think I know what the matrix of it is, but how do I do the second part? Do I just move each coordinate by -1, -1, 4 and then find the matrix of that?
I think it's one of these choices
you're supposed to multiply the translation matrix with your matrix
but I am not quite sure
Okay yeah because I don't think that works out with my choices...
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