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There is a certain order in which operations must be performed when evaluating expressions.
The order of operations is…
• Parentheses (or other grouping symbols)
• Exponents
• Multiplication or Division (from left to right)
• Addition or Subtraction (from left to right)
Maybe we should tell all of our math teachers they are wrong.
Do all multiplications and divisions
(left to right, in the order they appear), and then
do all additions and subtractions
(left to right, in the order they appear).
So you are suggesting that all our teachers are wrong and the National Science Foundation is wrong? I think that's just plain silly, and contradicts what you have been arguing prior.
So you are suggesting that all our teachers are wrong and the National Science Foundation is wrong? I think that's just plain silly, and contradicts what you have been arguing prior.
dude, we are fighting about the same thing.
I was thinking you believe the correct answer is 2...
We are on the same page...
dude, we are fighting about the same thing.
I was thinking you believe the correct answer is 2...
We are on the same page...
Yea, I know we both feel the answer is 288... I was just saying that we have failed to show that it does. It's hard to find supporting work to show this.
I'm looking for more than just general belief... I'm looking for something solid to put it all to rest. Something that no one can argue with.
Yea, I know we both feel the answer is 288... I was just saying that we have failed to show that it does. It's hard to find supporting work to show this.
I'm looking for more than just general belief... I'm looking for something solid to put it all to rest. Something that no one can argue with.
Listen, let me tell you, that would never happen.
There will be always someone that thinks the sky is green and not blue.
Re: the original OP:
It is absolutely, incontrovertibly right that the burden is on the person writing the mathematical statement to ensure that it is unambiguous. Parentheses is an available mechanism that removes ambiguity, which is why parentheses exist as a mathematical symbol. You cannot write an ambiguous statement, and then expect interpreters to agree unanimously with what you wanted them to think when you wrote it ambiguously.
Re: the original OP:
She was absolutely, unambiguously, incontrovertibly right when she said that the burden is on the person writing the mathematical statement to ensure that it is unambiguous. You cannot write an ambiguous statement, and then expect interpreters to agree unambiguously with what you wanted them to think when you wrote it ambiguously.
You have it wrong..
x-1=0 is wrong..
X-1= -1
the original formula is not ambiguously
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