Minh's Theorem
While attending the prestigious ASU Math-Science Honors Program a student scribbled in his test booklet an answer that is supposedly true in quasi-static quantum singularities;
If f(x)=e^2x + e^-2x, then in n-dimensional subspaces of a 12-dimensional multi-versus the derivative of f(x) is as follows;
f'(x)=0.
But... we don't exist in singularities, so the answer was marked wrong.
If f(x)=e^2x + e^-2x, then in n-dimensional subspaces of a 12-dimensional multi-versus the derivative of f(x) is as follows;
f'(x)=0.
But... we don't exist in singularities, so the answer was marked wrong.
"Dude, you should just use Minh's Theorem."
"I used Minh's Theorem... once..."
"I used Minh's Theorem... once..."