whoopingcane
The Judge
- Joined
- Nov 3, 2011
- Messages
- 9,277
answer is 1
Right are you since the other poster refuses the following operations orderly.
answer is 1
6÷2×(2+1)
6÷2×(3)
6÷6
1
6÷2×(2+1)
6÷2×(3)
6÷6
1
The P in PEMDAS dissappears once the operation within is complete, thus leaving the linear equation of 6/2*3. Unless this is in hebrew the answer is 9. Maybe I'm wrong. Maybe you're wrong. Maybe everyone is wrong.
6÷2×(2+1)
6÷2×(3)
6÷6
1
The P in PEMDAS dissappears once the operation within is complete, thus leaving the linear equation of 6/2*3. Unless this is in hebrew the answer is 9. Maybe I'm wrong. Maybe you're wrong. Maybe everyone is wrong.
M before D in PEMDAS according to Common Core.
OP, you worded that wrong.
I think what you meant to say was: Why does 1987 since Miami to play UF refuses?
Oh, that's what he meant. The answer is 6÷2 (2+1)
Has anyone really been so far as decided to use even go want to do look more like? You've got to be kidding me. I've been further even more decided to use even go need to do look more as anyone can. Can you really be far even as decided half as much to use go wish for that?
We started to beat that *** year in and year out. Simple as that. There's a reason they have to play every non conference game either at home or in state.
The P in PEMDAS dissappears once the operation within is complete, thus leaving the linear equation of 6/2*3. Unless this is in hebrew the answer is 9. Maybe I'm wrong. Maybe you're wrong. Maybe everyone is wrong.
M before D in PEMDAS according to Common Core.
Yes, but one still has to solve from L-->R for the equation. In this linear sense, M and D are the same when thinking in terms of L-->R.
Now if this is truly what common core is teaching then I'll be in Tahiti, childless.
The P in PEMDAS dissappears once the operation within is complete, thus leaving the linear equation of 6/2*3. Unless this is in hebrew the answer is 9. Maybe I'm wrong. Maybe you're wrong. Maybe everyone is wrong.
M before D in PEMDAS according to Common Core.
Yes, but one still has to solve from L-->R for the equation. In this linear sense, M and D are the same when thinking in terms of L-->R.
Now if this is truly what common core is teaching then I'll be in Tahiti, childless.

Well son, it all started back in '71.....
6÷2×(2+1)
6÷2×(3)
6÷6
1
The P in PEMDAS dissappears once the operation within is complete, thus leaving the linear equation of 6/2*3. Unless this is in hebrew the answer is 9. Maybe I'm wrong. Maybe you're wrong. Maybe everyone is wrong.
M before D in PEMDAS according to Common Core.
Yes, but one still has to solve from L-->R for the equation. In this linear sense, M and D are the same when thinking in terms of L-->R.
Now if this is truly what common core is teaching then I'll be in Tahiti, childless.
Answer is 9..
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