Exactly....there are no parentheses in that problem.
So for you to say
10/5*2=1
Means you DON'T understand PEMDAS.
I never said it equaled 1. Go back and read the post..
I said..
10/5*2 = 4
and
10÷5(2)= 1
Exactly....there are no parentheses in that problem.
So for you to say
10/5*2=1
Means you DON'T understand PEMDAS.
Yes. By itself it is.I understand
But
a(b+c) is the same as ac+ab
That is why i disagree even though they imply the same thing.
Yes, yes No. The last equation should be 100/(2(5)).
Your examples are useless as they don't attempt to adress the point of dispute.
Yes. By itself it is.
but you add
d÷
to
a(b+c)
thereby making it d÷a(b+c)
and you fundamentally change the equation.
I see people are taking the ÷ and making it a / and calling it a fraction.
To that i say this
48÷2(9+3)
is 48÷2*(9+3)
Ok Nathan, you're comng around.I see what you're saying, but the division doesn't take precedent. You always Simplify first.
Does implied multiplication take precedence over explicit multiplication and division?
i was laughing at @hole sonning himself because that's the only party that i was engaged with at the time. now, go pull up the earlier post where i expressly stated the two terms meant the same thing you simple assed one trick pony![]()
I never said it equaled 1. Go back and read the post..
I said...
10/5*2=4
and
10/5(2)=1
So I maintain the reason some people give it precedence is because in their mind they cannot do the first part, the 48÷2 without resolving the part of the equation that has no space. I honestly believe it's mental thing as they're drawn to solving the 2(12) simply because it's so close together.
The problem is youre mistaking the group.wait, so when you divide you don't make something a 'FRACTION' of what it formerly was?
that's a basic definition of what division is.
Yes. By itself it is.
but you add
d÷
to
a(b+c)
thereby making it d÷a(b+c)
and you fundamentally change the equation.
I see people are taking the ÷ and making it a / and calling it a fraction.
To that i say this
48÷2(9+3)
is 48÷2*(9+3)
Are you slow? Or just being obstinate?
I started by defining a, b, c as realrolleyes
scalars.
Then asked what a/bc was and you responded
a/bc = a/(bc)
Which is wrong and if you substitute a=10, b=5, c=2, then you can prove this to yourself.
why would the last equation be 100/(2(5)) what law of mathematics is that
just to be clear you are saying that this is not equal to 10, right?
____$100____
2(5)
a(b) implies multiplication.We can just agree to disagree about that. To me they imply something different.
Ok Nathan, you're comng around.
You're right. You simply the parentheses first. I never said you don't.
So you simplify what's within the parentheses. (9+3) turns to (12)
And as it's been stated earlier, the function of the parentheses is to signify a group that must be addressed first, and/or indicate multiplication.
so then you can strip the () and go with a *
48÷2*12
the point of contention in this thread is
We have some posters who say yes, but we only have one source that says it, and not a strong enough source. If it does indeed take precedence then it would be easy to find other sources.
So I maintain the reason some people give it precedence is because in their mind they cannot do the first part, the 48÷2 without resolving the part of the equation that has no space. I honestly believe it's mental thing as they're drawn to solving the 2(12) simply because it's so close together.
Are you slow? Or just being obstinate?
I started by defining a, b, c as realrolleyes
scalars.
Then asked what a/bc was and you responded
a/bc = a/(bc)
Which is wrong and if you substitute a=10, b=5, c=2, then you can prove this to yourself.
Yep. But what I'm saying is after you Simplify the Parentheses and you have a number that's directly in front of it, you have to Multiply it by that number immediately. When you remove the Parentheses, it doesnt become an *. That's where the confusion comes in. I see how you're rationalizing it and I think it's just an ambiguous (as I denied earlier) topic. The real question here remains "Is implied Multiplication actually applied Multiplication"? Some were taught it is, some are taught that it isn't.
a(b) implies multiplication.
nothing else.
you see how you eliminated the ()
you said a(b+c) equals ac+ab
why do you feel the need to keep the () for the 12, and consider it to be above division, when division and multiplication are of EQUAL precedence where you solve left to right.
a(b) implies multiplication.
nothing else.
you see how you eliminated the ()
you said a(b+c) equals ac+ab
why do you feel the need to keep the () for the 12, and consider it to be above division, when division and multiplication are of EQUAL precedence where you solve left to right.
i didn't agree with his point but you got off onto such a tangent that when you came back with that problem addressed to some other party i decided to fuck w/ your equation over there. as scalars, no they are not equal equations![]()
. I see how you're rationalizing it and I think it's just an ambiguous (as I denied earlier) topic.
You were the one who took it upon your self to go on the record and distance yourself from the other idiots, from whom you are still part of, that were arguing that bullshit.
There was a reason why you did this. If you weren't involved, why go on the record?
Nigga because you were on that bullshit.
![]()
Exactly!
And the idiot doesn't realize that the pic he posted shows Mathway's response clearly makes a distinction between '/' and '÷'. He cosigned with his '/thread'.
His only out is to tell us he didn't understand what the fuck he was cosigning. lol.
Either way he's an idiot. @ least he's Gods_Idiot though.![]()
I see how you're rationalizing it and I think it's just an ambiguous (as I denied earlier) topic.
The real question here remains "Is implied Multiplication actually applied Multiplication"? Some were taught it is, some are taught that it isn't.
But you can remove the () and replace it with a *.
Ok my last time trying to break it down
if you have a 100 dollar bill and you are looking to find out how many $10 bills you can get change for??
![]()
would the equation not be
100÷10
or
100÷(5+5)
or
100÷2(5)??
how much is that??
100÷2 x 5 = 50 x 5 = Two Hundred and Twenty Five $10 bills?
or
100÷(2x5) = 100÷10 = ten $10 Bills?
![]()
Which one is it?
stop being stubborn and prideful and use your damn common sense
or show me how your equation can work using REAL WORLD applications like money, apples, whatever
BGOL Let's delete this thread and never speak of it again![]()
At least your big enough to admit this.
However...
.
When you SIMPLIFY YOU FUCKING IDIOT.okay let's do that
48÷2*9+3
48÷2=24
24*9= 216
216+3= 219.
The way i see it is like this.At least you can admit this much nowbecause there is no way that could be denied and anyone still denying that is failing the psychological test at minimum.
At least your big enough to admit this.
However...
...this makes no sense. The real question is whether implied multiplication takes precedence over explicit multiplication.
When you SIMPLIFY YOU FUCKING IDIOT.
okay let's do that
48÷2*9+3
Only on T-81 calculators and they have sense changed that.
http://epsstore.ti.com/OA_HTML/csksxvm.jsp?nSetId=103110
Nonetheless the problem is too ambiguous ever to be a question on any standardized test so the answer is pointless. I teach SAT,GMAT,LSAT and GRE prep and I looked through all my teaching manuals and couldn't find a similar problem.