Random Algebra

Given functions
f(a,b) = random(a) < random(b)
and
g(a,b) = a < random(a+b)

which if of them is more likely to result into 1, if random(n) returns arbitrary number in range of [0;n)?

Justify your answer.

>>48

turns out /prog/ is smarter than cambridge math teachers, who knew?

Nope. The problem is just too simple for them, so they make jokes out of you being stoopid. I.e. recommending you to "compute the third derived cohomology group of the stochastic bundle instead."