48÷2(9+3) = ???

Originally Posted by do work son

Originally Posted by pacmagic2002

48 / 2 (9+3)

48/ ( 2 ( 9 + 3 ) )

What is the answer to these 2 questions?
to the first one, the answer is 288

to the second one, the answer is 2
Notion to adjourn this thread?
nerd.gif
 
Originally Posted by snakeyes17

Originally Posted by do work son

Originally Posted by pacmagic2002

48 / 2 (9+3)

48/ ( 2 ( 9 + 3 ) )

What is the answer to these 2 questions?
to the first one, the answer is 288

to the second one, the answer is 2
So that means that it is in fact 288? I mean 48 / 2 (9+3) and 48/2(9+3) are the same since you don't leave spaces in...?
no, you left out the extra parenthesis. in the second problem, there is an extra set of parenthesis which specifies what truly is in the denominator. it has nothing to do with spaces bro
laugh.gif
 
Originally Posted by StrongMind3

Originally Posted by durty pancakes

2mm8h8i.png


but you do notice that google added parentheses right? the way google rewrote it of course it's 288
Wouldnt it be logical to assume that google rewrote it exactly how it can be rewritten?  I mean, they arent going to arbitrarily add something if it changes the equation right?
 
Originally Posted by StrongMind3

Originally Posted by durty pancakes

2mm8h8i.png


but you do notice that google added parentheses right? the way google rewrote it of course it's 288
Wouldnt it be logical to assume that google rewrote it exactly how it can be rewritten?  I mean, they arent going to arbitrarily add something if it changes the equation right?
 
Originally Posted by snakeyes17

Originally Posted by do work son

Originally Posted by pacmagic2002

48 / 2 (9+3)

48/ ( 2 ( 9 + 3 ) )

What is the answer to these 2 questions?
to the first one, the answer is 288

to the second one, the answer is 2
So that means that it is in fact 288? I mean 48 / 2 (9+3) and 48/2(9+3) are the same since you don't leave spaces in...?
no, you left out the extra parenthesis. in the second problem, there is an extra set of parenthesis which specifies what truly is in the denominator. it has nothing to do with spaces bro
laugh.gif
 
Originally Posted by dland24

Originally Posted by StrongMind3

Originally Posted by durty pancakes

2mm8h8i.png




but you do notice that google added parentheses right? the way google rewrote it of course it's 288
Wouldnt it be logical to assume that google rewrote it exactly how it can be rewritten?  I mean, they arent going to arbitrarily add something if it changes the equation right?


or that it's an ambiguous question and it chose one way of doing it?
 
Originally Posted by dland24

Originally Posted by StrongMind3

Originally Posted by durty pancakes

2mm8h8i.png




but you do notice that google added parentheses right? the way google rewrote it of course it's 288
Wouldnt it be logical to assume that google rewrote it exactly how it can be rewritten?  I mean, they arent going to arbitrarily add something if it changes the equation right?


or that it's an ambiguous question and it chose one way of doing it?
 
Originally Posted by mosk33toe

Originally Posted by hella handsome

Originally Posted by StrongMind3

Originally Posted by mosk33toe

For all you cats that think it's 2, what do you think the answer to this equation is: 1-1+1?




1...right?

No matter how you do that equation, its going to be 1 
laugh.gif

This problem is a little more misleading than that. That equation is just awkward on the eyes at first glance. 

It will not always be 1. For all the people that are saying PEMDAS infers that Multiplication has more priority than Division, this means that Addition has more priority than Subtraction.  Therefore they would compute this 1-1+1 = 1-(2) = -1.

Case in point... the answer is 288

-Signed your resident UCLA Math Major


1368181-j7654k858545_super.jpg


this is wrong dog. following PEMDAS it would still be 1, WTFCUK are you talking about?
 
Originally Posted by mosk33toe

Originally Posted by hella handsome

Originally Posted by StrongMind3

Originally Posted by mosk33toe

For all you cats that think it's 2, what do you think the answer to this equation is: 1-1+1?




1...right?

No matter how you do that equation, its going to be 1 
laugh.gif

This problem is a little more misleading than that. That equation is just awkward on the eyes at first glance. 

It will not always be 1. For all the people that are saying PEMDAS infers that Multiplication has more priority than Division, this means that Addition has more priority than Subtraction.  Therefore they would compute this 1-1+1 = 1-(2) = -1.

Case in point... the answer is 288

-Signed your resident UCLA Math Major


1368181-j7654k858545_super.jpg


this is wrong dog. following PEMDAS it would still be 1, WTFCUK are you talking about?
 
He's not saying that's right, he's saying it's the same logic the "2" people are using here. In PEMDAS 4x3 and 4(3) are equivalent. and 2/3(4) and 2/3X4 have the same answer, right?
-Signed USC business/finance major and even I agree the UCLA Math major is right.
 
He's not saying that's right, he's saying it's the same logic the "2" people are using here. In PEMDAS 4x3 and 4(3) are equivalent. and 2/3(4) and 2/3X4 have the same answer, right?
-Signed USC business/finance major and even I agree the UCLA Math major is right.
 
Some of ya'll are really convinced it's 2 though
laugh.gif

And wow at the dude who said the answer to 1-1+1 will not be 1 every time
roll.gif
 
Some of ya'll are really convinced it's 2 though
laugh.gif

And wow at the dude who said the answer to 1-1+1 will not be 1 every time
roll.gif
 
i see it both ways and understand both parties justifications. i feel its not clear enough the way it is written.

the way ive always been taught is that

48/ 2(9+3)

48/ 2(12)

at this point, the parenthesis doesn't just go away. this is why we need another set of parenthesis to specify the true denominator. if the (9+3) is in the denominator from the start then you multiply the 2 and 12 first. if the (9+3) is outside the denominator, you would have 48/2 multiplied by the (12).

the way i read it, you would multiply the 2 and 12 to get 24, and then you would have 48/24. that's just the way i've been taught.

EDIT: i too was just sniped by the post count limit
Spoiler [+]
 
Originally Posted by sreggie101

Originally Posted by mosk33toe

Originally Posted by hella handsome


No matter how you do that equation, its going to be 1 
laugh.gif

This problem is a little more misleading than that. That equation is just awkward on the eyes at first glance. 

It will not always be 1. For all the people that are saying PEMDAS infers that Multiplication has more priority than Division, this means that Addition has more priority than Subtraction.  Therefore they would compute this 1-1+1 = 1-(2) = -1.

Case in point... the answer is 288

-Signed your resident UCLA Math Major


1368181-j7654k858545_super.jpg

eek.gif
roll.gif
roll.gif
roll.gif

The UCLA math major was saying the same thing as I was saying.  He just worded it better.
laugh.gif
 
i see it both ways and understand both parties justifications. i feel its not clear enough the way it is written.

the way ive always been taught is that

48/ 2(9+3)

48/ 2(12)

at this point, the parenthesis doesn't just go away. this is why we need another set of parenthesis to specify the true denominator. if the (9+3) is in the denominator from the start then you multiply the 2 and 12 first. if the (9+3) is outside the denominator, you would have 48/2 multiplied by the (12).

the way i read it, you would multiply the 2 and 12 to get 24, and then you would have 48/24. that's just the way i've been taught.

EDIT: i too was just sniped by the post count limit
Spoiler [+]
 
Originally Posted by sreggie101

Originally Posted by mosk33toe

Originally Posted by hella handsome


No matter how you do that equation, its going to be 1 
laugh.gif

This problem is a little more misleading than that. That equation is just awkward on the eyes at first glance. 

It will not always be 1. For all the people that are saying PEMDAS infers that Multiplication has more priority than Division, this means that Addition has more priority than Subtraction.  Therefore they would compute this 1-1+1 = 1-(2) = -1.

Case in point... the answer is 288

-Signed your resident UCLA Math Major


1368181-j7654k858545_super.jpg

eek.gif
roll.gif
roll.gif
roll.gif

The UCLA math major was saying the same thing as I was saying.  He just worded it better.
laugh.gif
 
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