Lord Voldemort
He-Who-Must-Not-Be-Named
I'm in PreCalculus (as a freshman in high school) at the University of Minnesota, and it's a bit more advanced than schools, so we do have some complex math, but this doesn't seem like it would make sense. anyway, here it is:
Prove by induction
The complex conjugate of the binomial expansion of the harmonic hyperbolic inverse in the partial fraction decomposition for the 18 real factors of the Fundamental Theorem of Signs is equivalent to the Gaussian reduction of the directrix of a nonlinear system exponated across an asymmetric DeMoiyrean polar vector field. Be sure to clearly state the equivalences for 2-cycle occurrences of the trisection of the Maclaurin fixed points as well as the natural logarithmic contraction of compounded interest.
I'm pretty convinced that he just threw every term we covered as well as some other random terms and made it into a problem for the amusement of seeing us struggle. But just out of interest, could anyone good at math perhaps view this and see if it actually makes sense (no need for a poof, unless you want to
)
Prove by induction
The complex conjugate of the binomial expansion of the harmonic hyperbolic inverse in the partial fraction decomposition for the 18 real factors of the Fundamental Theorem of Signs is equivalent to the Gaussian reduction of the directrix of a nonlinear system exponated across an asymmetric DeMoiyrean polar vector field. Be sure to clearly state the equivalences for 2-cycle occurrences of the trisection of the Maclaurin fixed points as well as the natural logarithmic contraction of compounded interest.
I'm pretty convinced that he just threw every term we covered as well as some other random terms and made it into a problem for the amusement of seeing us struggle. But just out of interest, could anyone good at math perhaps view this and see if it actually makes sense (no need for a poof, unless you want to