48÷2(9+3) = ???
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But I'm sayin' though ....
How come everybody that states (2) has a grammar problem?
balloonoboy
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How does it go against the order of operations if that's how you take care of the parenthesis. The multiplication required to dissolve the parenthesis overrides the order of operations because it is a part of the parenthetical.Originally Posted by UnkleTomCruze
Originally Posted by balloonoboy
Ph.D?
Where's the distributive property, though?
There is no need for the distributive property because that goes against the order of operations.
You need to tackle the parentheticl problem FIRST, which is 9+3.
By applying the distributive property, you're essentially ignoring the equation within the parenthesis...which you cannot do.
PEMDAS...P comes before Multiplication.
BODMAS...B (which stands for bracket) comes before Multiplication.
You can't just bypass the rules.
...
Your roommate is wrong. The answer is 2 (or 8.66667).
balloonoboy
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How does it go against the order of operations if that's how you take care of the parenthesis. The multiplication required to dissolve the parenthesis overrides the order of operations because it is a part of the parenthetical.Originally Posted by UnkleTomCruze
Originally Posted by balloonoboy
Ph.D?
Where's the distributive property, though?
There is no need for the distributive property because that goes against the order of operations.
You need to tackle the parentheticl problem FIRST, which is 9+3.
By applying the distributive property, you're essentially ignoring the equation within the parenthesis...which you cannot do.
PEMDAS...P comes before Multiplication.
BODMAS...B (which stands for bracket) comes before Multiplication.
You can't just bypass the rules.
...
Your roommate is wrong. The answer is 2 (or 8.66667).
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But I'm sayin' though ....
How come everybody that states (2) has a grammar problem?
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Originally Posted by snakeyes17
Originally Posted by balloonoboy
Ph.D?
Where's the distributive property, though?
THERE ARE NO VARIABLES.
You don't use the damn distributive property.
I repeat, YOU DON'T USE THE DISTRIBUTIVE PROPERTY.
You're right. It is simple, and it isn't poorly written, but your math is wrong.
The question is 48÷2(9+3) = This answer is 288.
48÷2(12) due to the Parentheses in the order of operations.
24(12) which is the same as 24*12 due to the Division in the order of operations.
24*12 = 288 due to the Multiplication in the order of operations.
So why did you do Multiplication before Division then? They are of the same importance. Just whichever appears first.
Yes you are correct. I forget Mrs. Deveraux taught me going from left to right. So the answer is 288.
So does that mean if subtraction is ahead of addition, the left to right rule remains?
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Originally Posted by snakeyes17
Originally Posted by balloonoboy
Ph.D?
Where's the distributive property, though?
THERE ARE NO VARIABLES.
You don't use the damn distributive property.
I repeat, YOU DON'T USE THE DISTRIBUTIVE PROPERTY.
You're right. It is simple, and it isn't poorly written, but your math is wrong.
The question is 48÷2(9+3) = This answer is 288.
48÷2(12) due to the Parentheses in the order of operations.
24(12) which is the same as 24*12 due to the Division in the order of operations.
24*12 = 288 due to the Multiplication in the order of operations.
So why did you do Multiplication before Division then? They are of the same importance. Just whichever appears first.
Yes you are correct. I forget Mrs. Deveraux taught me going from left to right. So the answer is 288.
So does that mean if subtraction is ahead of addition, the left to right rule remains?
do work son
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yes, im quoting myself in hopes of ending this thread. if it's meant to be the problem on the left, the answer is 2. if it's the problem on the right, the answer is 288
mac a roni
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mac a roni
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That got me too.
And it's because we both assumed that in PEMDAS (assuming that you are in fact using PEMDAS) Multiplication comes before division...and this is where the mistake is.
I don't know if I was thinking that way because I was taught that way, or I just forgot the proper way.
Either way, there's some probability that middle school/h.school kids taking algebra are being taught the wrong thing...
...
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That got me too.
And it's because we both assumed that in PEMDAS (assuming that you are in fact using PEMDAS) Multiplication comes before division...and this is where the mistake is.
I don't know if I was thinking that way because I was taught that way, or I just forgot the proper way.
Either way, there's some probability that middle school/h.school kids taking algebra are being taught the wrong thing...
...
do work son
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yes, im quoting myself in hopes of ending this thread. if it's meant to be the problem on the left, the answer is 2. if it's the problem on the right, the answer is 288
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Originally Posted by dmbrhs
The way you're doing it the parentheses are still there by the time you start dividing. Just because you've solved what's in the parentheses doesn't mean it goes away. If there's a number attached to it, you have to distribute. It's not multiplication....it's distribution. If you can't differentiate the two, then it's no point arguing.Originally Posted by UnkleTomCruze
Originally Posted by balloonoboy
Ph.D?
Where's the distributive property, though?
There is no need for the distributive property because that goes against the order of operations.
You need to tackle the parentheticl problem FIRST, which is 9+3.
By applying the distributive property, you're essentially ignoring the equation within the parenthesis...which you cannot do.
PEMDAS...P comes before Multiplication.
BODMAS...B (which stands for bracket) comes before Multiplication.
You can't just bypass the rules.
...
please explain how distribution is not the same as multiplication. i'm one of those who can't differentiate between the two.
please distribute the following: 2(12), without multiplying. write out your steps so i can understand.
thanks a ton!
-waystinthyme
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Originally Posted by dmbrhs
The way you're doing it the parentheses are still there by the time you start dividing. Just because you've solved what's in the parentheses doesn't mean it goes away. If there's a number attached to it, you have to distribute. It's not multiplication....it's distribution. If you can't differentiate the two, then it's no point arguing.Originally Posted by UnkleTomCruze
Originally Posted by balloonoboy
Ph.D?
Where's the distributive property, though?
There is no need for the distributive property because that goes against the order of operations.
You need to tackle the parentheticl problem FIRST, which is 9+3.
By applying the distributive property, you're essentially ignoring the equation within the parenthesis...which you cannot do.
PEMDAS...P comes before Multiplication.
BODMAS...B (which stands for bracket) comes before Multiplication.
You can't just bypass the rules.
...
please explain how distribution is not the same as multiplication. i'm one of those who can't differentiate between the two.
please distribute the following: 2(12), without multiplying. write out your steps so i can understand.
thanks a ton!
-waystinthyme
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[h3]48÷2(9+3) = ___
48÷2*(9+3) = ___
48÷2*(12) = ___ (Solve left to right)
24*(12) = ___
288
As opposed to:
48÷[2(9+3)] = ___
Which is also written as (and NOT the original equation):
because you simply implied that the entire 2nd half of the problem goes right under the denominator... (THE ORIGINAL EQUATION GIVEN DOES NOT SPECIFY THIS SO STOP ASSUMING IT DOES!!)
Secondly:
Distribution is a form of of multiplication...
For those who decided that they could possibly distribute 2(9+3) are doing so while simply ignoring the number 48...
Which means your incorrectly "breaking the problem up" into two different parts...
Which means that your essentially multiplying before you divide...
When you should be multiplying or dividing as you go from left to right on the equation...
Meaning that you're distributing when you should be solving whats in parenthesis first...
Yes, I'm aware that 2(9+3) = gives you 24 if you solve parenthesis first or distribute... **but this is only in an isolated problem**[/h3]
48÷2*(9+3) = ___
48÷2*(12) = ___ (Solve left to right)
24*(12) = ___
288
As opposed to:
48÷[2(9+3)] = ___
Which is also written as (and NOT the original equation):
because you simply implied that the entire 2nd half of the problem goes right under the denominator... (THE ORIGINAL EQUATION GIVEN DOES NOT SPECIFY THIS SO STOP ASSUMING IT DOES!!)
Secondly:
Distribution is a form of of multiplication...
For those who decided that they could possibly distribute 2(9+3) are doing so while simply ignoring the number 48...
Which means your incorrectly "breaking the problem up" into two different parts...
Which means that your essentially multiplying before you divide...
When you should be multiplying or dividing as you go from left to right on the equation...
Meaning that you're distributing when you should be solving whats in parenthesis first...
Yes, I'm aware that 2(9+3) = gives you 24 if you solve parenthesis first or distribute... **but this is only in an isolated problem**[/h3]
- 2,965
- 572
[h3]48÷2(9+3) = ___
48÷2*(9+3) = ___
48÷2*(12) = ___ (Solve left to right)
24*(12) = ___
288
As opposed to:
48÷[2(9+3)] = ___
Which is also written as (and NOT the original equation):
because you simply implied that the entire 2nd half of the problem goes right under the denominator... (THE ORIGINAL EQUATION GIVEN DOES NOT SPECIFY THIS SO STOP ASSUMING IT DOES!!)
Secondly:
Distribution is a form of of multiplication...
For those who decided that they could possibly distribute 2(9+3) are doing so while simply ignoring the number 48...
Which means your incorrectly "breaking the problem up" into two different parts...
Which means that your essentially multiplying before you divide...
When you should be multiplying or dividing as you go from left to right on the equation...
Meaning that you're distributing when you should be solving whats in parenthesis first...
Yes, I'm aware that 2(9+3) = gives you 24 if you solve parenthesis first or distribute... **but this is only in an isolated problem**[/h3]
48÷2*(9+3) = ___
48÷2*(12) = ___ (Solve left to right)
24*(12) = ___
288
As opposed to:
48÷[2(9+3)] = ___
Which is also written as (and NOT the original equation):
because you simply implied that the entire 2nd half of the problem goes right under the denominator... (THE ORIGINAL EQUATION GIVEN DOES NOT SPECIFY THIS SO STOP ASSUMING IT DOES!!)
Secondly:
Distribution is a form of of multiplication...
For those who decided that they could possibly distribute 2(9+3) are doing so while simply ignoring the number 48...
Which means your incorrectly "breaking the problem up" into two different parts...
Which means that your essentially multiplying before you divide...
When you should be multiplying or dividing as you go from left to right on the equation...
Meaning that you're distributing when you should be solving whats in parenthesis first...
Yes, I'm aware that 2(9+3) = gives you 24 if you solve parenthesis first or distribute... **but this is only in an isolated problem**[/h3]
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it is not an exponent, and it is not attached to the parentheses other than to indicate multiplication.
YES. Addition and Subtraction are of the same importance. So in the problem 31+8...you just go left to write. Same with 48÷2*12. It is just left to right.
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How are you going to call someone out for grammar when you apparently don't have a grasp on what the word 'grammar' even means?
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How are you going to call someone out for grammar when you apparently don't have a grasp on what the word 'grammar' even means?
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That's not how math works, though. Unless negatives are involved, you can't just have two solutions.
rocky437
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48/2(9+3)=
48/[2(9+3)]=
48/[18+6]=
48/24=
2
I know this is right. That 2 applies to the brackets. This is correct 100%. you must do the multiplication, then the addition. BEDMAS. = Brackets, Exponents, Divide, Multiply,Add, Subtract.
48/[2(9+3)]=
48/[18+6]=
48/24=
2
I know this is right. That 2 applies to the brackets. This is correct 100%. you must do the multiplication, then the addition. BEDMAS. = Brackets, Exponents, Divide, Multiply,Add, Subtract.
