Also CompSci. Computers are fun stuff, ain't they?Eclectic Dreck said:I suspect the simple fact that I am a computer science student is probably what utterly eliminates any confusion in this regard for me. The vast majority of the math problems I see are written in a form similar to that. I agree that, were the problem written differently, (i.e. by hand) it would be less confusing.Imat said:That is just my understanding of the problem at hand, however, based on responses to this thread. I may be completely wrong on that one, but that seems to be a general source of confusion.
For example, I suspect this statement, which is identical to the one above in the OP, would be less likely to be misinterpreted:
48 (9 + 3)
2
This problem illustrates exactly why the order matters. There is only ever one answer to a math problem (well as long as we're dealing with functions like this one anyways). I don't know what to tell you if you don't trust me, but i am 100% sure that you handle division and multiplication whichever comes first from left to right, as with addition and subtraction.Zukhramm said:Or you just do it because the order doesn't matter.timeadept said:The way you determine which happens first, (M or D / A or S) is you go back to the start and read the problem from left to right and do the operations in the order that they appear from left to right. In this case, division before multiplication
I'm actually surprised about these mnemonics, I was never taught anything like that. The thing to rememver seems more complex than the actual rule to me.
As stated previously the parenthesis work is performed first followed by simple math from left to right in this case. Additional parenthesis around the denominator would be redundant, but from the poll it seems necessary.hurricanejbb said:It's 2. The value of 2(9+3) lies in the denominator; there's no indication that (9+3) is a separate function.
I did the exact same thing with my calculator and it returned the exact same answer both times, 288. You must have made an error when entering one of the two because those are the same equation and have the same answer. (48/2*(9+3))=(48/2(9+3))Mayki5 said:Now: Question for you. When entering the problem into my calculator, with the multiplication added in, so 48/2*(9+3), it returns the answer 288.
However: When entering the equation 48/2(9+3) into the SAME CALCULATOR, it returns the answer 2.
By removing the multiplication sign from the equation, the calculater worked it out totally differently.
To tease the brains of those so invested already and perhaps for some amusement, why?
But addition and subtraction can be done in any order aswell, x-y is the same as -y+x. You can flip them about and juggle them any way you want. The reason we are getting different answers from the expression OP posted is because there's disagreement on what this expression actually is, not because of what order multiplications happen in.timeadept said:This problem illustrates exactly why the order matters. There is only ever one answer to a math problem (well as long as we're dealing with functions like this one anyways). I don't know what to tell you if you don't trust me, but i am 100% sure that you handle division and multiplication whichever comes first from left to right, as with addition and subtraction.
I put this into my TI-83 and it came up with 288 (and it ALWAYS will). If that doesn't convince you that what i said is true, then i cannot convince you.
No errors were made during entry, double checked it across the dual line display. I could get photos, but that would be a pain.timeadept said:I did the exact same thing with my calculator and it returned the exact same answer both times, 288. You must have made an error when entering one of the two because those are the same equation and have the same answer. (48/2*(9+3))=(48/2(9+3))
On my side, Casio FX-83MS, S-V.P.A.M.Eclectic Dreck said:I tried it on my TI-89 and a Casio fx-9750G and the result was 288 regardless of if I entered a multiplication symbol between the 2 and the (. I'm curious as to what calculator was in use given that a mistake of that sort would generally reside at the hardware level and it would necessarily make the same mistake any time an equation of that form were entered.
Because there's nothing on tv, we can't sleep (or shouldn't be yet), and it's an interesting discussion on which mathematical principles applies where, and this will probably be the last time MANY of us think about such a problem until our next required math class, since most of the math we'd do in the work place is pretty cut and dry since you have a frame of reference for whether it's a fraction or not, lol.TacticalAssassin1 said:HOW DOES THIS GET SEVEN PAGES OF DISCUSSION!?!?