
Originally Posted by
marie_speeds
Right I've had my weetbix and the alcohol is mostly out of my system and I still cannot see how you get 288.
I interpret equation written as thus:
48
-----------
2(9+3)
Following the rules of BEDMAS
1. Solve inside the brackets 9+3 =12 which makes equation 48/2(12)
2. Expand the brackets 2x12=24 which now makes 48/24
3. Solved = 2
Cross mutipication of fractions still comes up as 2 when solving inside brackets first:
48 12
___ x ___ = 2
2 1
It is my thought that if it is done as so that 24 x 12= 288 the brackets are now being expanded last?
It's your step 2 that's odd. What you call "expanding the brackets" has nothing to do with the "B" of "BEDMAS". It's a multiplication (i.e. "2x(9+3)"), so has no higher priority than division, so there's no reason to do "2x(9+3)" before "48/2".
Code:
48/2(9+3) = 48/2x(9+3)
^^^^^ Brackets
= 48/2x12
^^^^ Multiplication/Division (left)
= 24x12
^^^^^ Multiplication/Division (right)
Measure once, cut twice. Practice makes perfect.
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