Total Members Voted: 39
Voting closed: August 03, 2012, 21:49
Quote from: BrownTygeR on July 25, 2012, 21:16Now if you have completed elementary school you should be able to understand that 2(9+3) is an entire statement and it CANNOT be broken up.So lets get back to 48/2(9+3)2(9+3) = 2448/24 = 2Why don't u first divide the 48 to 2 then multiply with that (9+3)=12? the paranthesis musn't make u give pesmission in the operations which is OUTSIDE the paranthesis, so 48/2(9+3)=48/2*12, this is the part you are wrong, its NOT 48/(2*12) so you CANT do that multiplication first, you must divide, then multiplicate. Lets make this even easier looking for you.Actually, that paranthesis does not mean anything in this calculation, just write 12 instead of (9+3) and see the fact.
Now if you have completed elementary school you should be able to understand that 2(9+3) is an entire statement and it CANNOT be broken up.So lets get back to 48/2(9+3)2(9+3) = 2448/24 = 2
lol you all get confused whike using / 48÷2(9+3)48÷2 *(9+3)48 ÷ 2 * 12but you all use48/2(9+3) and fuck everything up....
sin2pi=0but it's mostly used when there is an variable like x or y or even pi but when it's with numbers it should be treated like 2*(9+3) but that isn't 100% right it can also be 2(9+3) as entire statement as said above
i don't get u guys can u pls solve this for me 8 ÷ 4 * 2 =how much is it and about this shit with piSpoiler for Hiden: sin (2*pi) = 0 in degrees in radian it's the sameif you take pi=180 degrees or pi=3.14 in radian it is the same fucking thing sin (2*pi)=0sin(2* pi) in degrees = sin(2*180)=sin(360)= 0 sin(2*pi) in radian = sin(2*3.14)=sin(6.28)= 0
GG? Why don't you just explain why do you use the same, implied multiuplication in two borderline different ways?In case you still didn't get sie sine thingy - it's quite obvious that we do stuff from left to right, agreed?So, you claim we undoubtly interpret xy as x * yLet's do it for sine thingy, we'll getsin2*piNow we do it from left to right. Sine of 2 (radians) is approximately 0.909297427, multiplied by pi it should give you 2.85664212 [google] [wolfram] which is... not quite 0. (clicky clicky numbers will link you to Google The Holy Grail of Maths and Wolfram The Oracle of Maths, in case you wanted to check how I calculated these numbers).Now convince me that without doubt 2(9+3) turns into 2 * (9+3) and not (2 * (9+3)). There is doubt. It's not defined clearly enough. It leaves interpretation up to you, allowing both answers to be correct UNLESS everyone agrees to create a set in stone rule, which will not likely happen.So, clarify your maths with proper usage of brackets, or... (yes, it's a link).
You cant write a function f(x+2)=y like f(x) + f(2) = y, cause functions apply to the stuff in the brackets as a whole.