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Somebody help please: Solve for g(t): g(t)[g(t) + 2sin(t+alpha)] + g'(t)[g'(t)+2cos(t+alpha)] = 0 and prove that there are no other solutions. I've got g(t) = 0, -2sin(t+alpha), -sin(t+alpha) + 1, -sin(t+alpha) - 1, but I can't prove there aren't any other solutions. Heh, there probably...

Can anyone here comment on: -doing senior units in 1st semester in one subject; -doing senior units in 2nd semester for a couple of subjects. Thanks.

Does USYD offer some sort of non-award study in maths/a Dip Sci or something to students who study there? There's no mention of anything other than bachelor programs on their web site. I don't really want to do a combined science degree (I HATE physics, chemistry, etc...) Thanks.