B=boring
E=Evan
M= Marcus
F=first person
given that E>(3M)
2, and that E
2 = 3E , M
F<M that prove via mathematical induction that M
F=B
Step 1: prove true for M = 1/12 E
E> (1/4E)
2
E> 1/16 E
2
E> 3/16 E
:. Evan is cooler than Marcus in all ways
E>(3M)
2
Step 2 : assume M is valid for integer M
F.
E>(3M
F)
2
:. Evan is cooler than Marcus using first person.
Step 3: assume that there is a B in there somewhere and that the following is correct cos super cool Evan says so:
M
F=B
:. Marcus employing first person is boring.