Thu Dec 20, 2012 8:13 pm
Thu Dec 20, 2012 8:14 pm
Thu Dec 20, 2012 8:15 pm
Karl wrote:9?
Thu Dec 20, 2012 8:17 pm
Thu Dec 20, 2012 8:17 pm
Thu Dec 20, 2012 8:18 pm
Karl wrote:The forward slash does mean "divided by" doesn't it?
Thu Dec 20, 2012 8:18 pm
CalShepCCFC wrote:1?
6/2(1+2)
6/2(3)
6/6
= 1it's either that or 9!
Thu Dec 20, 2012 8:19 pm
Thu Dec 20, 2012 8:20 pm
CalShepCCFC wrote:1?
6/2(1+2)
6/2(3)
6/6
= 1it's either that or 9!
could never be nine
Thu Dec 20, 2012 8:21 pm
Thu Dec 20, 2012 8:22 pm
Thu Dec 20, 2012 8:22 pm
Thu Dec 20, 2012 8:23 pm
llan bluebird wrote:It's 9
Thu Dec 20, 2012 8:24 pm
Papa Smurf wrote:CalShepCCFC wrote:1?
6/2(1+2)
6/2(3)
6/6
= 1it's either that or 9!
could never be nine
Thu Dec 20, 2012 8:24 pm
Thu Dec 20, 2012 8:25 pm
All Black Everything. wrote:Papa Smurf wrote:CalShepCCFC wrote:1?
6/2(1+2)
6/2(3)
6/6
= 1it's either that or 9!
could never be nine
For it to be 1 it needs an extra set of parentheses.
6/(2*(1+2))
Thu Dec 20, 2012 8:25 pm
Thu Dec 20, 2012 8:26 pm
Karl wrote:A few sources on google say its 9 too.
There's seem to be quite a lot of debate about it though.
Thu Dec 20, 2012 8:27 pm
Thu Dec 20, 2012 8:28 pm
CalShepCCFC wrote:llan bluebird wrote:It's 9
i thought it was 9, but he said no to people who said 9 so i thought it might be 1
Thu Dec 20, 2012 8:29 pm
CalShepCCFC wrote:All Black Everything. wrote:Papa Smurf wrote:CalShepCCFC wrote:1?
6/2(1+2)
6/2(3)
6/6
= 1it's either that or 9!
could never be nine
For it to be 1 it needs an extra set of parentheses.
6/(2*(1+2))
yeah thought so, he just said 9 wasn't right so i thought that could be the only other decent answer
Thu Dec 20, 2012 8:29 pm
All Black Everything. wrote:9 using PEMDAS.
6/2(1+2)
Do the Parentheses first so 1+2 = 3
No Exponent
No Multiplication at this stage so you do Division which is same rank
Then the next thing is Division so you do 6/2 = 3
Then you are left with 3(3) which is Multiplication and can be carried out as same rank as above
Nothing to Add
Nothing to Subtract
3*3 = 9
Thu Dec 20, 2012 8:29 pm
All Black Everything. wrote:9 using PEMDAS.
6/2(1+2)
Do the Parentheses first so 1+2 = 3
No Exponent
No Multiplication at this stage so you do Division which is same rank
Then the next thing is Division so you do 6/2 = 3
Then you are left with 3(3) which is Multiplication and can be carried out as same rank as above
Nothing to Add
Nothing to Subtract
3*3 = 9
Thu Dec 20, 2012 8:29 pm
Thu Dec 20, 2012 8:29 pm
llan bluebird wrote:All Black Everything. wrote:9 using PEMDAS.
6/2(1+2)
Do the Parentheses first so 1+2 = 3
No Exponent
No Multiplication at this stage so you do Division which is same rank
Then the next thing is Division so you do 6/2 = 3
Then you are left with 3(3) which is Multiplication and can be carried out as same rank as above
Nothing to Add
Nothing to Subtract
3*3 = 9
PEDMAS - Christ things have moved on in 30 years whatever happened to BODMAS ?
Thu Dec 20, 2012 8:30 pm
All Black Everything. wrote:CalShepCCFC wrote:All Black Everything. wrote:Papa Smurf wrote:CalShepCCFC wrote:1?
6/2(1+2)
6/2(3)
6/6
= 1it's either that or 9!
could never be nine
For it to be 1 it needs an extra set of parentheses.
6/(2*(1+2))
yeah thought so, he just said 9 wasn't right so i thought that could be the only other decent answer
9 is correct. I have had this stuff, calculus and logic drummed into me on my mathematics for computer scientists module.![]()
Also, the reason Google Calculator comes to 9 is because the algorithm it uses to calculate uses the PEMDAS order of operations to calculate a given equation/problem.
Thu Dec 20, 2012 8:32 pm
Papa Smurf wrote:Bodmas or pedmas, which is correct?
Thu Dec 20, 2012 8:33 pm
All Black Everything. wrote:Papa Smurf wrote:Bodmas or pedmas, which is correct?
Same thing.
Parentheses - Brackets (Rank 1)
Exponent - Order (Rank 2)
Multiply - Division (Rank 3) - same rank multiplication and division - does not matter - just in order of availability
Division - Multiply (Rank 3)
Add - Add (Rank 4) - add and subtract same rule as multiply and divide - whatever is available carry out.
Subtract - Subtract (Rank 4)
PEMDAS is just easier to remember because of = Please Excuse My Dead Aunty Sally which is a well known phrase in algebra.
Thu Dec 20, 2012 8:36 pm
CalShepCCFC wrote:i've never heard of this, they still only teach me BODMAS and i'm in Unithis is just f*cking my mind up now!
Thu Dec 20, 2012 8:37 pm
All Black Everything. wrote:CalShepCCFC wrote:i've never heard of this, they still only teach me BODMAS and i'm in Unithis is just f*cking my mind up now!
What course you doing? Strictly maths or a course that features maths?![]()
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