animeiswild Nov 27, 2011 That's what you said the last time... for physics... Oh i hate posting visitors msgs, i get confused whether i'm posting on urs or mine... =.=" And what's on my wall???
That's what you said the last time... for physics... Oh i hate posting visitors msgs, i get confused whether i'm posting on urs or mine... =.=" And what's on my wall???
animeiswild Nov 26, 2011 Yes, but the "and *eats*" part disturbed me a little. Why would you apologise to someone and then bite them? =.=" If you are preserving it, i hope it's in the fridge... And hopefully not for too long that u eventually forget to eat it...
Yes, but the "and *eats*" part disturbed me a little. Why would you apologise to someone and then bite them? =.=" If you are preserving it, i hope it's in the fridge... And hopefully not for too long that u eventually forget to eat it...
animeiswild Nov 26, 2011 Why am i not surprised? I had a feeling you'd say that.. =.=" But seriously pls eat it...
animeiswild Nov 26, 2011 Did you actually eat it yet? It's my favourite cheesecake so wanted u to try it. ^_^
Fizzy_Cyst Nov 17, 2011 Yeah mate, just send it when it is done, no rush I will just need a couple of days probably to look through it as I am BIZZZZZZY this week and next
Yeah mate, just send it when it is done, no rush I will just need a couple of days probably to look through it as I am BIZZZZZZY this week and next
Fizzy_Cyst Nov 17, 2011 Send me ur assignment Spi (if it is completed ), I will look at it over the weekend
D D DSar Nov 17, 2011 Hey, Are we able to prove a point is a HORIZONTAL point of inflexion via the f'(x) table eg x 0- 0 0+ dy/dx + 0 + because the 'sign' of the gradient doesn't change? If so/not why?
Hey, Are we able to prove a point is a HORIZONTAL point of inflexion via the f'(x) table eg x 0- 0 0+ dy/dx + 0 + because the 'sign' of the gradient doesn't change? If so/not why?
starryblue Nov 17, 2011 eh? has timetable for next yr come out yet? can u tell me when they r out? thanks ^^