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just turn it into algebra? 4-(x/2) >= -2 8-x >= -4 x =< 12

ESTP-A - The Entrepreneur (Assertive)

That seems so random to me lol - do you really want to go to uni and spend that much money to get a language degree? Like it seems a bit of a waste. What do you see yourself doing in terms of like job/work/career? but....to each his own. An arts degree majoring in Chinese studies seems...

I do like this Neymar Jr fellow

http://artsonline.monash.edu.au/llcl/how-can-i-study-a-language-at-monash/ Read this It's for monash but basically applies to every uni

Also I agree with this. Do you want to study a language as the main focus of your degree, or something else whilst learning the language on the side?

Actually tbh, I'm legitimately getting into football Still trying to get a feel for the whole thing both as a sport and with all the leagues. Playing FIFA helps ahahah Everything is so incredibly different to the NBA though (which is my major major follow)

ahahaha nah international studies is a course, not actually studying internationally (although I think you can as part of the degree in like an exchange type thing) eg http://sydney.edu.au/arts/current_students/undergraduate/international_studies.shtml

i love soccer

Depends on what subject In a science, they will generally encourage you to write more reasons that given and will only take marks off if you write something incorrect. If you are unsure about the third reason leave it out. If you are certain about all three, then it's not a bad idea to put it...

Well, if you are going to drop legal for 4U, don't bother studying for it lol

hehe oral exam

A BoS classic "You must spread some Reputation around before giving it to InteGrand again." Thank you btw :)

So if the function is always positive, all values that maximise f(t) will also maximise [f(t)]^2?

I was just doing a past paper, and I noticed that in the solutions they found the max-min of a function by using the square of the function? Like, you needed to find the value of t which maximises f(t) but then instead of finding df(t)/dt, they used d(f(t))^2/dt can someone explain the...

noas in bored of the counting to 1000000

I think I just got bored of it lol

iirc I didn't sleep that night until a few hour later lol

Shout out to my homeboy, KoA, head of the (not quite) 4am society I did 5 maths trials today....yeah, I think I need to start focusing on my other subjects lol 97% avg doe #notreallyhumblebrag also im sleepy so good night