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for this proof, as least when I first saw it

it's sad that a lot of the really good teachers are retiring/ have retired

elegant = weird

@OP, the most important thing is probably the last statement in the post above

I just uploaded it

là bạn trolling

ATAR-wise, it would be a good strategy for you to improve your weakest subject However, if you do find the effort you put into english not correlating with the improvement of your marks, then prioritise other subjects you'll need to improve

my impression is that med is more relevant to chem and bio

depends on the lecturer you have, I guess

most lectures are not compulsory

in highschool, whenever I got a system of linear equations with 3 variables, I just did basic operations randomly and HOPE I'd end up with the right answer

religious reasons? or just personal preference?

it is proven that 1=2 so 2=1+1=1+2=3, 3=2+1=2+2=4, 4=5,5=6... then 1=2=3=...=n

No, it's not.

yes, there is a 'vertical asymptote' at x=1 besides, there is a 'horizontal asymptote' at y=1 as x tends to +ve/-ve infinity

+1

remember the function asymptotically approaches y=1 as x tends to +ve/-ve infinity that does not show us any infomation about its behaviour when x is finite, so it could cross it at some finite value does that make sense?

yes yes

oh i see never heard of it before

is this a business school only thing?