I like how the 288 supporters think they're right and want the thread ended. Sounds awfully unsure of their position.
Okay, who here would interpret 6x² ÷ 2x to get 3x^3? Anyone who's not a troll?
Go ahead, speedemon, stick in 2's and 3's. The rest of the world is going to get 3x, not 3x^3.
Rewritten correctly so there is no fight:
48/(2(9+3)) = 2
(48/2)(9+3) = 288
so people think a/b*c actually means a/(b*c)???
The fact that this community is divided over the answer.. indicates how ambiguous the expression is.
P.S. I voted for 288
2 is winning because its the correct answer.How did 2 take the lead?? This is preposterous! I demand spidey's alt. account votes be revoked!
Hitler weighs in on the issue - http://www.youtube.com/watch?v=bwpWw-iVKHc&feature=player_embedded#at=144
2 is winning because its the correct answer.
Okay, who here would interpret 6x² ÷ 2x to get 3x^3? Anyone who's not a troll?
Go ahead, speedemon, stick in 2's and 3's. The rest of the world is going to get 3x, not 3x^3.
The problem is because you're using variables, and 2x is accepted as a term 2x. No one has to write it as (2x).
When you start writing the original problem as is, you treat 2(9+3) as 2*(9+3). This is independent of the division that's present. Even with the division, the lack of sufficient parenthesis implies that you convert 2(9+3) into 2*(9+3).
If you wanted to be cool with implied multiplication YET wanted to make sure that the whole term went under the fraction, you would've written it 48÷(2(9+3)). But since it's not, 288 is clearly correct.
You're using 2x, 3x, 5x^2 or whatever as examples, but it's clear that we treat them as one term. 2x. 3x. 5x^2.
Do you treat 2(9+3) as one whole term? It's more like (x+1)(x+2) than it is x^2.
The other thing about x^2 is it's an implied (x*x). 1/x^2 is not 1/x*x. It's 1/(x*x). I'd interpret 1/x*x as 1 and not 1/x^2
It's intentionally written in a way to confuse people. All you people who are mocking those who answered 2 should at least acknowledge that.
a ÷ b(c) (people naturally want to do the multiplication first since it appears grouped)
a ÷ b x c (most will get it right now)
It's intentionally written in a way to confuse people. All you people who are mocking those who answered 2 should at least acknowledge that.
a ÷ b(c) (people naturally want to do the multiplication first since it appears grouped)
a ÷ b x c (most will get it right now)
But that's just it, the lot that somehow "naturally" want to do the multiplication first because it "appears grouped" is wrong. Just because it "appears grouped" doesn't make it ACTUALLY grouped.It's intentionally written in a way to confuse people. All you people who are mocking those who answered 2 should at least acknowledge that.
a ÷ b(c) (people naturally want to do the multiplication first since it appears grouped)
a ÷ b x c (most will get it right now)
It's intentionally written in a way to confuse people. All you people who are mocking those who answered 2 should at least acknowledge that.