Mortai Gravesend said:
Mr_Spanky said:
DoPo said:
A Raging Emo said:
I haven't seen any trend like that. The trend with people on my List seems to be doing a really simple convoluted Maths problem.
(i.e. 1+1+1+1+1+1-1+1+1+1+1+1+1-1+1x2 = ?)
Yup, that's exactly it. And it is easy. Although, it's usually even simpler - only addition, for example. A favourite one to troll people with is something along the lines of 2+2+2*0=? (or add in some more 2s if you wish). Cue people answering 0...or even 6.
barbzilla said:
The Order of Operations is P.E.M.D.A.S.
Parenthesis
Exponents
Multiplication
Division
Addition
Subtraction
An easy way to remember the order is with the phrase Please Excuse My Dear Aunt Sally (I thought everyone was taught this in elementary school).
I personally never learnt the PEMDAS system in school at any point and I really dont like the way people write their mathematics to be deliberately confusing. Problems like these are only there to serve the purpose of somone being able to go "Hur hur hur - youre so dumb you cant even do basic maths".
If you do maths and want to make what youre trying to do clear you use brackets to show the exact order.
Hence you get:
1+1+1+1+1+1-1+1+1+1+1+1+1-1+(1x2)
or
(1+1+1+1+1+1-1+1+1+1+1+1+1-1+1)x2
and
2+2+(2*0)
OR
(2+2+2)*0
Its so simple to do that I cant help but think that the ONLY reason these exist is for peoples superiority complexes.
Im currently doing a degree in mathematics and I do modules in quantum physics and advanced electromagnetism. These problems sometimes trip me up not because im a bad mathmetician but because the writing of such problems is DESIGNED to trip you up. If I was writing this as a genuine mathematical problem I would not write it like that.
USE BRACKETS when writing equations. Simples.
Just knowing the proper order of operations is a better solution. Because there is one and it is quite clear. If I were writing it as a genuine math problem I would expect people to know the order of operations as well as I do and find putting (1x2) to be utterly unnecessary.
My point being that (assuming you know the definition of the + - x / operators) you dont need to know PEMDAS/BODMAS if you use brackets. Which makes it easier for a much larger number of people to know whats going on no matter what their background in mathematics. I didnt learn order of operations - I still havent to this day - and I cant think im the only one who didnt.
When reading through a textbook or solving with pen and paper NOBODY (at least not in my textbooks, my coursemates or my proffesors) is going to write an expression in that manner. Thats not an accident. The way the above problems are written is confusing - thats their purpose. Their only place would be to test your knowledge of PEMDAS/BODMAS in an exam for a course you actually learnt it in. After that they become largley irrelevant.
Unless youre trying to put one over someone an equation written in that manner serves precisely no purpose.
Also in doing mathematical solutions to a problem it is very important to know exactly where everything came from. If (as I am atm) youre doing a problem that requires two full sides of A4 to solve having 2x1 instead of 2 helps you track back through the problem easier which is very helpful if you make a mistake.
Even when working through something fairly basic such as 3x3 matrix multiplication its often helpful to write in the 1s and 0s as you can easily track back through the problem and see what you did and where all your numbers came from. Its just good practise tbh.