288
2
15 seconds in my head said 2
Google says 288, but Google shows how 288 is wrong.
(48 / 2) * (9 + 3) = 288
But that's just not the question being asked.
"A shark on whiskey is mighty risky, but a shark on beer is a beer engineer" - Tad Ghostal
Yeah, noticed that just after I first posted (and before I saw your reply).
Frankly I think that's just weird of the calculator. There is a multiplication there 2(9+3) = 2 x (9+3), and there's no reason why that should take precedence over the division.
I still go with Excel, Google and normal usage of a calculator.. and say it's 288.
Measure once, cut twice. Practice makes perfect.
Actually that is the question being asked. That is exactly what is being asked. If you want it more complicated though you can do this:
(48)/(2)*(9+3)
It'll give the same answer of 288.
It is high school maths and reasonably easy to follow.
Brackets first. Then multiply/divide through left to right.
You cannot multiply out the brackets before dividing, that is not following the rules of operations.
For that to be true ihave to be written as 48/(2(9+3)).
Without the second set of brackets it cannot be assumed to be algebraic, and thherefore must be solved linearly. Hence why it is VERY important that people put the correct brackets in the correct places when writing and solving equations, particularly on a calculator, or where the numerator/denominator format you use cannot be represented correctly.
Linear. But solve either way and the answer is the same.
However it matters not, even if the equation in question is algebraic, you must still follow order of operations, and you cannot put it as
48
2(9+3)
But rather may put it as:
48
2 (and then in-line with the fraction line) (9+3)
Which is solved completely differently, as the division is then done before multiplication. The (9+3) IS NOT in any way involved as a denominator in the equation, regardless of how it is approached.
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