#11
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Re: Linear algebra, matrices, and you
[ QUOTE ]
If you regard all n-vectors as n x 1 matrices, then the dot product of two vectors, x and y, is just the matrix product, x^T y. This fact might be helpful. [/ QUOTE ] if you can't get it from this... |
#12
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Re: Linear algebra, matrices, and you
in case noone has answered yet:
1) True: x.x is the length of the vector squared. 2) False: set all entries in C =0, A and B can then be any two matricies. 3)True: A=AI=ACB=IB=B 4) True: I assume by square you mean no. of rows = no. of columns, if so this is really obvious Bonus: (Ax) . (Ay) = (Ax)T (Ay) = xT AT A y = xT I y = xT y= x . y |
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