You never answered that question
Thursday, 25. October 2007, 06:00:51
If we are using general non-Cartesian coordinates, and we form a parallelogram with sides given by
displacement vectors A and B, what is the area of the parallelogram, in terms of the vector
components A^u, B^u and the metric tensor g_uv? You never answered that question.
Well, I thought you asked a different question. Now, your question makes absolutely no sense.
For a modest investment of $10 in box cutters, BinLaden has according to the
U.S. Office of Management and Budget convinced AmeriKKKa to spend 2.5 trillion dollars prosecuting two wars in the middle east.
This represents a return on investment of 250 billion per dollar invested to destroy the American Enemy.
displacement vectors A and B, what is the area of the parallelogram, in terms of the vector
components A^u, B^u and the metric tensor g_uv? You never answered that question.
Well, I thought you asked a different question. Now, your question makes absolutely no sense.
For a modest investment of $10 in box cutters, BinLaden has according to the
U.S. Office of Management and Budget convinced AmeriKKKa to spend 2.5 trillion dollars prosecuting two wars in the middle east.
This represents a return on investment of 250 billion per dollar invested to destroy the American Enemy.
(100%)
WIDGETIZE