... and numerous others Semi-retired
Quoted from "Djed;600508"
Quoted from "ghostwolf82;600506"
6/2(1+2)
Solve.
)
Quoted from "ghostwolf82;600534"
There is no ambiguity in it at all. The ambiguity is in how you may have been taught math. The difference here is no mathematician uses the obelus(÷) past the third grade. Just the use of a different symbol does not change the order of operations, as you may have been taught, which is incorrect. That is like assuming implied multiplication has a higher value than normal multiplication or division, which it does not.
Also, there is no fraction in my equation. Again, this stems from you having never done higher math classes.
)
Quoted from "ghostwolf82;600534"
There is no ambiguity in it at all. The ambiguity is in how you may have been taught math. The difference here is no mathematician uses the obelus(÷) past the third grade. Just the use of a different symbol does not change the order of operations, as you may have been taught, which is incorrect. That is like assuming implied multiplication has a higher value than normal multiplication or division, which it does not.
Also, there is no fraction in my equation. Again, this stems from you having never done higher math classes.
... and numerous others Semi-retired
Quoted from "Kalvan;600525"
Here's an even better one, and is representative of the failures of my math education back when I was a wee sprat:
https://www.youtube.com/watch?feature=pl…e&v=DfCJgC2zezw
Quoted from "Quaffy2;600538"
I I have a Master's degree in engineering.
Quoted from "Inferiority;600539"
As a mathematician, I feel I must interject here.
Should 6/2(1+2) be meant to imply that it's really a long fraction with 6 as the numerator and 2(1+2) as the denominator, there would have been parentheses around it like this: 6/[2(1+2)]
However, these parentheses are not present so we really have (6/2) * (1+2) and this makes 9.
In fact, if you enter "6/2(1+2)" into a calculator, Google or Wolfram Alpha, they will all give the answer as 9 too.
Quoted from "Auros;600541"
Of course there is ambiguity, that is why you presented it that way. Quaffy is correct in that the better way is to use parens/brackets to remove any ambiguity. You would not present it the way he wrote it as the answer is evident and does not serve your purpose.
And this is basic math, has nothing to do with "higher math classes".
Quoted from "Ravesden;600570"
72 1/2.