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Edited by reggie:
12/14/2015 9:07:25 PM
3
[quote]=1
[spoiler]Using PEMDAS.[/spoiler][/quote]
....
P parentheses
E exponents
M multiplication
D division
A addition
S subtraction
6/2(1+2)
P/A= 6/2[b](1+2)[/b]
E N/A
M= [b]3*(3)[/b]
D= [b]6/2[/b](3)
S N/A
In order:
6/2(1+2)
P/A= 6/2[b](3)[/b]
D= [b]6/2[/b](3)
M= [b]3*(3)[/b]
=9
[b][i][u]You're wrong.[/u][/i][/b]
English
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WAIT no I'm not. 6/2(1+2) Paren. (1+2) =3 Exp. n/a Mult. 2(3)=6 Div. 6/6=1 [spoiler]May be wrong actually. Oh well. [/spoiler]
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You didn't divide 6 by the 2, which is what it's assigned to be divided into
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Maybe two wants to do its own thing \(•_•)/
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[quote]Maybe two wants to do its own thing \(•_•)/[/quote]
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Well 2 has its own laws it's to obey.
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I'm sure two does. Maybe two doesn't want to follow those laws.
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Then two is gonna get arrested.
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What will happen to two..? ;-;
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He's gonna be butt -blam!- by bubba
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Hmm.. Maybe I did it in the wrong order then..?
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You added 1 and 2 then distributed and then divided. Broke a couple math laws there, bud lol
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Left to right. Multiplication and division take place on the same step. (And addition and subtraction take place on their own same step.)
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I layered the problem. This is how you would do it. I just showed my work, and obviously I know how to use order of operations. Also, that whole left to right thing always doesn't work...
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Neither does PEDMAS
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Exactly. Everything has exceptions.
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It's the standard mathematical convention.
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Doesn't make it work for everything.
