This problem went viral on Facebook and other social media websites. 6 ÷ 2 (1 + 2) It seems like it might be simple. Just an order of operations problem, right? But some very intelligent, educated people were getting it wrong.
1 IF YOU USE PEMDAS
Basically Order of Importance you always have to start With Division
so 6/2 is 3
3x3 is 9
it's PEMDAS P=Parenthesis's E=exponents etc..
I just realized there are 2 ways and I think I did it wrong ._. it can either be 1 or 9
1 if you distribute 2(1+2) which equals 2+4 which is 6
PEMDAS= Parentheses, Exponents, Multiplication, Division, Addition, subtraction.
so 6/6 is 1
Yeah thought I did it wrong :p
@agent0smith @AkashdeepDeb @kathy0514 @ehuman @skullpatrol
its actually answered here few times, when you write a(b) it is assumed to be a*b so, here, its 6 divided 2 multiplied 3 now when such situation comes, we go from left to right. so, 1 multiplied by 3 =9
***3 multiplied by 3 =9
Classic Hartnn
need to follow BODMAS RULE
@hartnn is your final answer 9
@madrockz what is BODMAS RULE
ofcourse, i even gave the explanation :) most of the people here will say the notation is ambiguous, but i think we can use the left to right rule to get to the correct answer. also note that different calculators will give you different answers as they are configured differently.
9 it is very simple!
B-BRACKET O-OF D-DIVISION M-MULTIPLICATION A-ADDITION S-SUBTRACTION these type of problems r solved using dis rule,taken in order.
6 ÷ 2 (1 + 2) = 9 @hartnn is right. The actual division sign instead of a forward slash like / removes some of the ambiguity, where it might otherwise be read as 6/2(1+2) which can be interpreted like this \[\frac{ 6 }{2(1+2) }\]
common misconception is that order of operation always starts with division. You do multiplication and division in order from left to right. Both "weigh" the same. The D before M was just for BODMAS for memory purposes addition and subtraction weigh the same as far as priority as doe multiplication and division. Left to right and you won't go wrong. |dw:1381773706912:dw|
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