Solutions of Y cOs [G ''(x)] = Arcsin [ f '(x) ]

wah.. haven't been blogging for almost a week.. haha.. somehow it doesn't seem so long to me...

I'm in CL now... mugging for physics and i've a great news to report! I just managed to derive the expression for the MI of a sphere! wah.. i've been trying to do it since JC times..but always ended up with funny expressions... haha.. but it was challenging, cos the method i used (i did single integration, not double) made me integrate cosine x to the power of 5... haha.. then i used reduction formula..

updates on Exams: EG1108.. kinda screwed up, but i'm having a positive outlook, since i thought i screwed up my mid term EG too and in the end...

MA1505.. ahhhaaa....had a good time. But form what i found out from mid term, the ppl in my cohort are quite good in maths. So, ya.. not expecting too much..

CS1101c: oh, erm.. as usual... God bless me :)

PC1431: mugging for it now... well.. actually going for luch. hope some canteen is open, or i'll have to settle for mac...